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	<title>Joe Blair Sound and Vision &#187; Bookkeeping</title>
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		<title>Average Collection Period: Definition, Formula, How It Works, and Example</title>
		<link>http://www.joeblair.com.au/average-collection-period-definition-formula-how-2/</link>
		<comments>http://www.joeblair.com.au/average-collection-period-definition-formula-how-2/#comments</comments>
		<pubDate>Thu, 13 Mar 2025 17:12:20 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=17043</guid>
		<description><![CDATA[<p>Suppose Tasty Bites Catering has an average collection period of 30 days, while Delicious Delights Catering has an average collection period of 45 days. Such a company’s cash conversion cycle begins with the first phone call and ends when the &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/average-collection-period-definition-formula-how-2/">Average Collection Period: Definition, Formula, How It Works, and Example</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Suppose Tasty Bites Catering has an average collection period of 30 days, while Delicious Delights Catering has an average collection period of 45 days. Such a company’s cash conversion cycle begins with the first phone call and ends when the client pays the final invoice. “So, all of that money goes out first, and eventually—possibly months later—the company will issue an invoice,” says Blackwood. The collection <a href="https://tax-tips.org/average-collection-period-formula-how-it-works/">trade receivables collection period formula</a> period is the time between when the invoice goes out and when payment arrives.</p>
<h2>Formula and calculation</h2>
<p>This comparison is used to evaluate how long customers are taking to pay the seller. A low figure is considered best, since it means that a business is locking up less of its funds in accounts receivable, and so can use the funds for other purposes. Also, when receivables remain unpaid for a reduced period of time, there is less risk of payment default by customers. Moreover, the account receivable collection period is used in working capital management of a business. For example, the account receivable collection period of a business can be used in the calculation of its cash operating cycle.</p>
<ul>
<li>AR is listed on corporations’ balance sheets as current assets and measures their liquidity.</li>
<li>The receivables collection period ratio interpretation requires a comprehensive understanding of the company&#8217;s industry, business model, and credit policies.</li>
<li>The average collection period evaluates a company’s credit management and customer payment habits.</li>
<li>A shorter ACP indicates that the company is efficient in collecting its receivables and has a shorter cash conversion cycle.</li>
<li>If a customer does not pay within the promised time, the business can actively pursue to customer or else end up risking the recoverability of the balance.</li>
</ul>
<h2>How to calculate and analyse the receivables collection period?</h2>
<p>You need to calculate the average accounts receivable and find out the accounts receivables turnover ratio. An increase in the receivables collection period can be a cause for concern, as it suggests potential issues in the cash flow cycle. For instance, a company may experience a higher number of customers with delayed payment patterns, indicating potential credit risks. Additionally, changes in economic conditions or industry dynamics can impact customer payment behaviour, leading to extended collection periods. By tracking this period, businesses can assess their ability to convert credit sales into cash and manage their cash flow effectively. Analysing and managing the receivables collection period is essential for maintaining a healthy financial position and optimising cash flow.</p>
<h2>Why Is a lower average collection period better?</h2>
<p>It has many uses such as allowing a business to evaluate its credit policies, helping in decision-making process, being an indicator of performance of the credit control department of the business, etc. It might also have some limitations when used on its own and must used as a comparison tool to produce useful results. The average collection period (ACP) is a key metric used to measure the efficiency of a company&#8217;s credit and collection process. It represents the average number of days it takes for a company to collect its accounts receivable from the date of sale.</p>
<h2>Example of Days Sales Outstanding</h2>
<p>But the reality is that because of their influence on your cash flow, collection periods are integral to all aspects of your business. By calculating it, you can determine whether it’s time to reconsider your payment terms, your credit policies or with whom you do business. Let’s say that Company ABC recorded a yearly accounts receivable balance of $25,000. As demonstrated in the example above, the account receivable collection period on its own does not mean anything. For example, in the above example, the account receivable collection period is compared with the credit period allowed to the customers.</p>
<p>A company’s average collection period is indicative of the effectiveness of its AR management practices. Businesses must be able to manage their average collection period to operate smoothly. The average collection period is an indicator of the effectiveness of a firm’s AR management practices and is an important metric for companies that rely heavily on receivables for their cash flows.</p>
<p>However, an ongoing evaluation of the outstanding collection period directly affects the organization’s cash flows. An average collection period (ACP) of 30 days indicates that, on average, it takes a company 30 days to collect its accounts receivable from the date of the invoice. A shorter ACP is generally considered to be more favorable for a company, as it means that cash is flowing into the business more quickly. The ACP value indicates the average number of days it takes a company to collect its receivables. A lower ACP is generally preferable, as it suggests that the company is efficient in collecting its dues and has a shorter cash conversion cycle. By understanding the accounts receivable collection period, businesses can identify any issues that may lead to cash flow problems and take steps to address them.</p>
<ul>
<li>Average collection period is the amount of time it takes for a business to receive payments owed by its clients in terms of accounts receivable (AR).</li>
<li>Rationalising the receivables collection period is essential for businesses to streamline their cash flows, maintain healthy relationships with stakeholders, and ensure higher stability and business performance.</li>
<li>The average collection period ratio is just one part of the larger cash conversion cycle, says Blackwood, and it’s important to understand how the two relate.</li>
<li>If they have lax collection procedures and policies in place, then income would drop, causing financial harm.</li>
<li>Thus, if receivables are unusually low when the measurement is taken, the DSO days will appear unusually low, and vice versa if the receivables are unusually high.</li>
</ul>
<p>First, long outstanding accounts receivable could potentially lead to bad debt and the effect is more adverse than the risk of late collection. That’s different from a situation where clients procrastinate on payments because their finances are in poor shape. Some customers who take longer than average to pay may have other merits, such as creditworthiness. If the average A/R balances were used instead, we would require more historical data.</p>
<p>Identifying these issues and resolving them can lower the number of days in your company&#8217;s average collection period, and will display how effectively your accounts receivable department is performing. The accounts receivable collection period may be affected by several issues, such as changes in customer behaviour or problems with invoicing. This difference likely stems from their dependence on physical inventory, creating a need for faster payments after each transaction. These companies can also enforce timely payments more effectively by controlling credit exposure, as customers cannot receive additional inventory until previous invoices are paid. This is in stark contrast to sectors like Office &amp; Facilities Management, where the inability to &#8220;remove&#8221; clients from services due to non-payment makes enforcing prompt collections more challenging. Second, the company needs cash not only to pay suppliers for the services or products that it purchases for running its operations but also to pay for its employees.</p>
<p>This means that the company is able to quickly convert its sales into cash, which can improve its financial health and liquidity. Likewise, the account receivable collection period can also be compared to its historical data of the same business to see how it has changed over time. This can be useful to determine the effects of any changes in the policies of the business on its ability to collect its account receivable balances. Moreover, the account receivable collection period of the business can also be checked against its competitors, other businesses in the same industry or the industry average as a whole. The account receivable collection period of a business allows the business to evaluate its credit limits and policies. By calculating the receivable collection period, a business can determine how much time it takes for the business to recover its receivable balances.</p>
<p>However, the account receivable balance at the end of the period may be unusually high or low depending on when the most recent seasonal sales took place. This may result in abnormally high or low account receivable collection periods. The average collection period is the timea company’s receivables can be converted to cash. It refers to how quickly the customers who bought goods on credit can pay back the supplier. The earlier the supplier gets the funds, the better it is for business because this fund is a huge source of liquidity.</p>
<p>A longer ACP may indicate that the company is facing difficulties in collecting its receivables, which can lead to cash flow problems and affect its financial health. If the accounts receivable collection period is more extended than expected, this could indicate that customers don&#8217;t pay on time. It&#8217;s a good idea to review your balance sheet and credit terms to improve collection efforts. The main source of cash generation for any business is through the sales it makes.</p>
<p>The Average Collection Period represents the number of days that a company needs to collect cash payments from customers that paid on credit. Knowing the average collection period&nbsp;for receivables is very useful for any company. By analysing the collection period-related figures, businesses can identify areas for improvement and take corrective action to ensure a healthy financial position. Furthermore, proactive and consistent communication with customers can significantly impact the collection period. Sending timely and accurate invoices, offering incentives or implementing penalties for late payment, along with regular reminders and follow-ups, can encourage prompt payment. The average collection period figure is also important from a timing perspective to help a company prepare an effective plan for covering costs and scheduling potential expenditures to further growth.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/average-collection-period-definition-formula-how-2/">Average Collection Period: Definition, Formula, How It Works, and Example</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>Solved: Employer Student Loan Repayment CARES Act</title>
		<link>http://www.joeblair.com.au/solved-employer-student-loan-repayment-cares-act/</link>
		<comments>http://www.joeblair.com.au/solved-employer-student-loan-repayment-cares-act/#comments</comments>
		<pubDate>Thu, 27 Feb 2025 10:01:01 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=16854</guid>
		<description><![CDATA[<p>Automatically contribute 0.58% of your paycheck to the fund during your working years, starting in July 2023. After contributing for 10 years (or less if you are nearing retirement or have a sudden need), you can access your benefit when &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/solved-employer-student-loan-repayment-cares-act/">Solved: Employer Student Loan Repayment CARES Act</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Automatically contribute 0.58% of your paycheck to the fund during your working years, starting in July 2023. After contributing for 10 years (or less if you are nearing retirement or have a sudden need), you can access your benefit when you need care. @micklsu To clarify, does this show up in your return as other income? If so look on your 1040 and Schedule 1 and see where it is recorded. Knowing how these provisions impact your payroll will be vital in ensuring accurate payroll records and proper documentation.</p>
<p>A borrower may apply for forgiveness before the end of the covered period if the borrower has used all of the loan proceeds for which the borrower is requesting forgiveness. However, borrowers who apply before the end of their Loan Forgiveness Covered Period must account for full-time equivalent employee reductions and salary/wage reductions for the full covered period. It will be helpful to track this information on spreadsheets or through QuickBooks®. For employees not in qualified public service jobs, the employer makes a payment directly to the lender. The value of those payments is added to the employee&#8217;s W-2 as taxable income, and since it is taxable, the employee can use the student loan interest deduction. It would be considered part of your taxable income and should be included on your W-2 wages and subject to social security and Medicare withholding.</p>
<h2>Apply for an exemption</h2>
<ul>
<li>Is there any update for this, or any idea when they will get this worked out?</li>
<li>Borrowers can apply for loan forgiveness with their lender, and the lender is responsible for determining eligibility.</li>
<li>According to the IRS, the deferral applies to deposits and payments of the employer’s share of Social Security tax that would otherwise be required to be made during the period beginning on March 27, 2020, and ending Dec. 31, 2020.</li>
<li>Minnesota’s minimum-wage rate will be adjusted for inflation on Jan. 1, 2025, to $11.13 an hour for all employers in the state.</li>
</ul>
<p>The program automatically processes the payroll information small businesses need to submit so the funding and application process is simpler and faster for small business owners. A PPP loan may be forgiven, in whole or in part, if certain requirements are met. Loans made on or after June 5, 2020, have a 24-week Loan Forgiveness Covered Period. Loans made before June 5, 2020, have a 24-week Loan Forgiveness Covered Period, unless borrowers elect to use an eight-week Loan Forgiveness Covered Period.</p>
<p>I&#8217;m trying to enter student loans as they relate to the CARES act. In essence, Knowledge Engineering combines the power of rules-like knowledge with data. Since 2010— beginning with our TurboTax tax preparation software—we’ve advanced this technology for mission-critical financial compliance applications.</p>
<h2>Time is money. Small business moves fast. Payments should too.</h2>
<p>The WA Cares Fund Tax was originally released in payroll update (Dec. 2021). You’ll need to change the existing tax to begin calculations starting July 1, 2023. We’ll automatically set up your company with the 0.58% tax rate to calculate the employee deduction starting July 1, 2023.</p>
<h2>Payments</h2>
<p>I have created an account in quickbooks to account for these payments on my behalf. I named this account &#8220;Non-Taxable income &#8221; it is currently &#8220;unassigned &#8221; in tax-line mapping. If they remain unpaid as of December 31, 2020, they are reported on the liabilities section of the balance sheet under Other Liabilities.</p>
<h2>Guidance issued on employer deferral of withholding and payment of Social Security tax</h2>
<p>Topical articles and news from top pros and Intuit product experts. From big jobs to small tasks, we&#8217;ve got your business covered. Relevant resources to help start, run, and grow your business. We’ve added Pay By Check as a new, convenient payment method to choose.</p>
<p>PPP loans are available for up to 2.5 times the average monthly payroll of an eligible small business up to $10 million. In the meantime, I suggest you to turn on automatic updates in QuickBooks to update the payroll tax table automatically. This will make sure that you have the most current and accurate rates and calculations for supported state and federal tax tables, payroll tax forms and e-file and pay options.</p>
<p>A PPP loan must be used to refinance an EIDL loan where the borrower used the EIDL loan funds to pay payroll costs. An S-Corp can provide section 127 education assistance to the owner and it is not subject to the limits on certain other fringe benefits provided to majority owners. You can provide up to $5250 of education assistance to the employee, this normally includes tuition but for 2020 can include student loan payment assistance. You would list this as an employee fringe benefit in the corporate tax return.</p>
<ul>
<li>It would be considered part of your taxable income and should be included on your W-2 wages and subject to social security and Medicare withholding.</li>
<li>The easiest way is if a business already has a tuition plan—such a plan can pay qualifying employees up to $5250 per year for tuition reimbursement and have it be tax free.</li>
<li>Employee health coverage is a significant part of many companies’ benefits packages.</li>
<li>We’ll automatically set up your company with the 0.58% tax rate to calculate the employee deduction starting July 1, 2023.</li>
<li>The Intuit Knowledge Engine now plays a key role in the financial lives of millions of consumers and small business owners.</li>
</ul>
<p>This credit does not apply to employers who receive debt forgiveness under Section 1106. However, remember that the overall $5250 limit still applies, tuition and loan payments aren&#8217;t covered by different limits. As a direct lender, QuickBooks Capital is able to simplify, automate and expedite the PPP application and funding process.</p>
<p>Can you list the loan payment in the place where you would list tuition? If tax-free tuition payments are getting moved to wages, I can&#8217;t explain that. PPP federal relief processing will initially be available for a subset of QuickBooks Online Payroll customers who will be able to begin applying as early as next week. QuickBooks Capital anticipates that, based on the average monthly payroll, this initial group of small businesses may be eligible for billions of dollars in PPP federal relief.</p>
<p>The new law infuses $2 trillion into the U.S. economy through a combination of business loans, unemployment benefits, tax credits, and other benefits. If you have a business where you are paying educational assistance to employees, as a sole proprietor, you would deduct those funds as expenses under the employee benefit item on the Schedule C &#8211; I looked it up and believe it&#8217;s line 14. The Paycheck Protection Program (PPP) is part of the Coronavirus Aid, Relief, and Economic Security (CARES) Act. The PPP consists of $349 billion for government-backed loans to help small businesses and others continue paying payroll costs and certain operating expenses. These loans may be forgiven, in whole or in part, if certain criteria are met. With the new CARES Act, employers can pay up to $5,250 toward student loans and this amount is tax free to the employee.</p>
<p>For single-employer plans, any minimum employer contributions that would be due during the calendar year 2020 are due January 1, 2021. Interest accrues for the period between the original due date for the <a href="https://www.quickbooks-payroll.org/the-cares-act-provides-assistance-to-small/">quickbooks payroll cares act</a> contribution and the payment date. Contact us to talk through the challenges your business faces as you navigate through this unprecedented time.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/solved-employer-student-loan-repayment-cares-act/">Solved: Employer Student Loan Repayment CARES Act</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>Marginal cost vs average cost definitions, examples, differences</title>
		<link>http://www.joeblair.com.au/marginal-cost-vs-average-cost-definitions-examples/</link>
		<comments>http://www.joeblair.com.au/marginal-cost-vs-average-cost-definitions-examples/#comments</comments>
		<pubDate>Thu, 19 Dec 2024 14:31:09 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=18014</guid>
		<description><![CDATA[<p>Understanding marginal cost guides pricing strategies and operational decisions. If the marginal cost is lower than the selling price, increasing production can boost profitability. Conversely, if the marginal cost exceeds the selling price, it may signal the need to reassess &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/marginal-cost-vs-average-cost-definitions-examples/">Marginal cost vs average cost definitions, examples, differences</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Understanding marginal cost guides pricing strategies and operational decisions. If the marginal cost is lower than the selling price, increasing production can boost profitability. Conversely, if the marginal cost exceeds the selling price, it may signal the need to reassess production levels or cost structures.</p>
<ul>
<li>Understanding and utilizing the concept of marginal cost can be a game-changer in the business world.</li>
<li>Understanding where these curves intersect helps businesses make strategic decisions about production, pricing, and capacity investments.</li>
<li>That is why the marginal cost curve (MC curve) starts with a higher value.</li>
<li>In a software-as-a-service (SaaS) business, marginal cost might include server space and customer support hours.</li>
</ul>
<p>It&#8217;s essential to understand that the marginal cost can change depending on the level of production. Initially, due to economies of scale, the marginal cost might decrease as the number of units produced increases. While marginal cost focuses on the cost of producing one more unit, average cost spreads the total cost across all units produced. Calculating marginal cost also provides an understanding of the behavior of total costs as output changes.</p>
<ul>
<li>For example, if the farm decides to plant an extra field, marginal costs could include additional fertilizer, labor, and water.</li>
<li>For example, projecting future cash flow or evaluating the feasibility of a new product line could rely on knowing the cost of additional production.</li>
<li>These include how much to produce, how to price your products, and how to allocate resources efficiently.</li>
<li>Marginal cost depends on whether investments for production expansion with fixed additional costs are needed, in addition to changes in variable costs.</li>
<li>Remember, the value of marginal cost is a crucial factor in deciding whether to increase or decrease production.</li>
</ul>
<p>The point where marginal cost stops decreasing and begins to rise marks a crucial transition in production efficiency. This represents the limit of economies of scale and the beginning of diminishing returns. Most business plan examples should consider potential investments to increase production down the line. Additional investments your business might make in the future can affect its marginal costs. For example, if a company increases its production from 100 units to 150 units, the change in quantity is 50 units.</p>
<h2>Trial Balance in Accounting: Complete Overview</h2>
<p>Tools like accounting software can streamline the process and simulate various production scenarios, offering a comprehensive view of marginal cost behavior. Labor costs include <a href="https://www.intuit-payroll.org/marginal-cost-formula/">marginal average cost formula</a> wages, salaries, and benefits for employees directly involved in production. These costs can vary based on overtime, skill levels, and labor market conditions.</p>
<h2>What Is the Average Collection Period and How Is It Calculated?</h2>
<p>Let’s say a company produces 5,000 watches in one production run at $100 a piece. The manufacturer will want to analyse the cost of another multi-unit run to determine the marginal cost. The average cost of producing the first run is $100, but the marginal cost is the additional cost to produce one more unit.</p>
<p>As a company starts to increase production, it initially benefits from improved efficiencies and better utilization of fixed resources, resulting in a fall in marginal cost. Zooming out to see what else could affect production and your marginal costs, helps you be more accurate in your forecasting strategy and better prepared for unexpected change. If production increases beyond this range, the marginal cost may change due to factors like overtime pay for workers or the need for additional machinery.</p>
<p>Both marginal cost and marginal revenue are important factors determining the cost and selling price of the commodities to maximize profits. “Change of costs” refers to the variation in expenses that occurs when there is a change in the level of business activity or production volume. This change can result from increasing or decreasing the number of units produced or sold, and it typically affects variable costs, which fluctuate with production levels. Inflation hits a company’s variable costs of producing a product or providing a service and its fixed costs. When anticipating cost changes, the business can create marginal cost and marginal revenue strategies to prepare and react to these cost increases.</p>
<p>It is because of the exhaustion of resources or the overuse of resources. The marginal cost curve is given below for your better understanding. Marginal cost is the incremental cost when one additional unit of a product or service is produced, computed as change in total costs divided by change in quantity. A company can optimally increase units of production to the point where marginal cost equals marginal revenue. If marginal revenue is below marginal cost, then the company isn’t making a profit on the extra unit.</p>
<p>These articles and related content is the property of The Sage Group plc or its contractors or its licensors (“Sage”). Accordingly, Sage does not provide advice per the information included. These articles and related content is not a substitute for the guidance of a lawyer (and especially for questions related to GDPR), tax, or compliance professional.</p>
<p>Since marginal cost equals the slope of the total cost curve (or the total variable cost curve), it equals the first derivative of the total cost (or variable cost) function. Understanding and accurately calculating marginal cost is vital in microeconomics and business decision-making. From pricing strategies to financial modeling and production plans to investment valuations — marginal cost insights can be crucial in all these areas. The marginal cost is crucial in various business decisions — from pricing strategies to financial modeling and overall production strategies to investment banking valuations. On the other hand, variable costs fluctuate directly with the level of production.</p>
<p>But if overtime labor kicks in at a higher rate, or if additional equipment is needed to meet demand, marginal cost could jump unexpectedly, changing the marginal cost curve. This concept is key because it helps you determine your optimal production level, whether you&#8217;re making a product or providing a service. When your marginal cost is lower than your selling price, you&#8217;re in a position to profit from making more. But when it starts to exceed your selling price, it may be time to scale back or reassess your operations.</p>
<h2>Profit optimization technique</h2>
<p>To sell more, you’d need to lower your price, which would mean losing money on each sale. You perform a marginal cost calculation by dividing the change in total cost by the change in quantity. Marginal costs typically decrease as companies benefit from economies of scale—the cost advantages experienced by a business when it increases its output level.</p>
<h2>Marginal Cost: Meaning, Formula, and Examples</h2>
<p>It may show opportunities for cost-saving measures or highlight when economies of scale can be achieved. Marginal cost helps in identifying areas where production can be streamlined. When used alongside other financial metrics, marginal cost can significantly impact your ability to operate more effectively. A company that produces electronics might have a base cost for manufacturing equipment and labor.</p>
<p>Marginal cost is essential for internal decision-making to optimize resource allocation and operational efficiency. For example, if you run a bakery, and it costs you $1,000 to produce 1,000 loaves of bread. While marginal cost is typically applied in manufacturing, it can be useful in other types of industries as well.</p>
<p>For instance, in a competitive market, your company could price products slightly above marginal cost to remain competitive while covering expenses. Marginal cost highlights when additional production may require more resources, allowing you to avoid inefficient use of capital, labor, or materials. By carefully analyzing these costs, you can identify the most efficient path to increasing production while keeping profitability intact. Marginal cost reveals the expense of producing that extra unit, helping you make informed decisions that can significantly affect your bottom line. Small shifts in marginal cost can create big changes in profitability. By tracking it regularly and understanding the forces behind it, you put yourself in a position to make smarter, faster, and more confident decisions about your business&#8217;s future.</p>
<p>Understanding marginal cost helps companies optimize their production levels by identifying the point where marginal cost equals marginal revenue, thus maximizing profits. Marginal cost analysis also provides valuable insights for pricing strategies and helps businesses respond effectively to market changes. Furthermore, it can enable companies to identify inefficiencies in their production processes and make data-driven decisions about expansion or contraction. Initially, as output increases, the business becomes more efficient at using its resources. Workers develop expertise and routines, machinery operates at more efficient levels, and fixed costs are spread across more units. During this phase, the marginal cost of each additional unit decreases, often falling below the marginal revenue, indicating that increasing production will increase profits.</p>
<p>A lower marginal cost would suggest that a company can profitably expand production, while a higher marginal cost might signal that it&#8217;s more cost-efficient to reduce output. By knowing marginal cost, you can optimize production, manage costs efficiently, and set better pricing strategies. In this example, marginal cost will vary with changes in production, while average cost shows a steady overview of expenses across all units.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/marginal-cost-vs-average-cost-definitions-examples/">Marginal cost vs average cost definitions, examples, differences</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>Understanding Implicit Costs: Opportunity Expenses that Matter</title>
		<link>http://www.joeblair.com.au/understanding-implicit-costs-opportunity-expenses-2/</link>
		<comments>http://www.joeblair.com.au/understanding-implicit-costs-opportunity-expenses-2/#comments</comments>
		<pubDate>Tue, 19 Nov 2024 09:54:47 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=16570</guid>
		<description><![CDATA[<p>When making a decision, you can easily calculate and plan for these costs as they are typically part of your budget or pricing strategy. Examples of explicit costs include paying your employees’ salaries or paying for office supplies. Incorporating implicit &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/understanding-implicit-costs-opportunity-expenses-2/">Understanding Implicit Costs: Opportunity Expenses that Matter</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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				<content:encoded><![CDATA[<p>When making a decision, you can easily calculate and plan for these costs as they are typically part of your budget or pricing strategy. Examples of explicit costs include paying your employees’ salaries or paying for office supplies. Incorporating implicit costs allows companies to obtain a more accurate representation of their overall profitability. This comprehensive analysis is crucial for long-term planning, strategic decision-making, and maximizing shareholder value. You can plug this amount into other formulas, like the accounting or economic profit formulas, to find out financial information for your business. An implicit expense could either be any fund that a company is yet to receive or any internally preserved resource.</p>
<h2>Implicit Costs Vs Explicit Costs</h2>
<p>Misconceptions about implicit costs, such as assuming they’re insignificant or that they’re only applicable to economists, can lead businesses to overlook their importance when making strategic decisions. It’s essential to remember that implicit costs are just as important as explicit costs when assessing a company’s overall profitability and making strategic decisions. By accurately identifying and measuring these opportunity costs, businesses can optimize their resources, maximize revenue, and increase their competitive edge in the marketplace. Implicit costs, though not easily quantifiable, are essential components for businesses to consider when making decisions on resource allocation. Measuring implicit costs requires a different approach compared to explicit costs that can be calculated based on cash outflows.</p>
<p>In corporate finance decisions, implicit costs should always be considered when deciding how to allocate company resources. Implicit costs are a type of opportunity cost, which is the benefit that a company passes up by choosing one option versus another. It represents an opportunity cost that arises when a company itself uses assets it owns for some purpose. In accounting, production, retail and research, cost is regarded as the value of money which is expended for producing something and therefore, it cannot be used anymore as it is unavailable.</p>
<p>Accounting costs are generally easy for business owners to identify, track, and record. You can use explicit costs to calculate your company’s profit and see where you need to make changes when it comes to expenses. If one rents out a fixed asset, it might yield higher returns than what a business could earn by using it for carrying out its business operations. This shows how unfruitful it is for businesses to use internal resources to fulfill their requirements rather than use them and earn through rent or sale. Implicit costs and explicit costs are used when calculating economic profit, while only explicit costs are used when calculating accounting profit. These costs are in contrast to explicit costs, the other broad categorization of business expenses.</p>
<h2>Calculating explicit cost vs. implicit cost</h2>
<p>It also happens when a firm has to pick between numerous choices for using asset management. These costs can also help the manager in making effective business decisions for his company. While these opportunity expenses may not be reflected on your balance sheet, they still impact your bottom line and should be addressed strategically. Here are some best practices for managing and minimizing implicit costs in your business operations to optimize growth. Implicit costs distinguish between two measures of business profits – accounting profits versus economic profits.</p>
<h2>How a Securities Lawyer Can Protect Your Financial Interests</h2>
<p>Explicit costs are recorded as expenses on a company’s financial statements, while implicit costs do not involve any cash outflow or exchange, making them less straightforward to measure. Economists consider both implicit costs and the regular costs of doing business when calculating total economic profit. Implicit costs are subjective and difficult to measure, whereas explicit costs are objective and easier to calculate. However, understanding implicit costs’ significance is essential in making sound financial decisions. They can reveal if a venture or activity is not yielding enough returns, if a particular investment is worth the cost, or if a project is worth pursuing long-term.</p>
<h2>Significance of implicit vs explicit costs:</h2>
<p>For instance, companies need to consider the opportunity cost of using their resources internally versus renting or selling them to third parties when making strategic decisions. 1) Allocating Resources EffectivelyImplicit costs are essential in understanding the true cost structure of projects or investments. By including these opportunity costs when making resource allocation decisions, businesses can optimize their resource utilization and ensure they’re generating the best possible returns. For instance, choosing between investing in two projects with equal upfront costs but differing implicit costs will ultimately influence which project is more profitable long-term. On the flip side, implicit costs (also known as opportunity costs) do not entail any direct monetary transactions but instead represent the value of opportunities foregone when making a business decision. Implicit costs include the use of internal resources, such as labor, time, and expertise, that could be earning income elsewhere if not allocated to a particular project.</p>
<ul>
<li>These costs are related to various factors of production that will have a direct impact on the profitability of the company.</li>
<li>Meanwhile, ignoring implicit costs could also lead to missed opportunities and long-term financial losses while choosing the wrong strategy or making poor investment choices.</li>
<li>This concept is different from explicit costs, which involve actual cash payments for goods or services.</li>
<li>Here are some best practices for managing and minimizing implicit costs in your business operations to optimize growth.</li>
<li>Explicit costs represent actual payments of cash made by a company for the company&#8217;s operations.</li>
</ul>
<p>This concept is pivotal in decision-making processes, as it helps businesses evaluate the relative profitability of different options. By considering opportunity costs, companies can better allocate resources to maximize returns. For example, an entrepreneur who uses personal savings to fund a startup instead of investing in the stock market must account for the foregone interest or dividends as an implicit cost. From an accounting perspective, implicit costs do not appear on financial statements, but they are crucial for understanding true economic profit. Economic profit is the difference between a company&#8217;s total revenue and all costs, both explicit and implicit. It provides a more comprehensive view of a company&#8217;s financial health than accounting profit, which only deducts explicit costs from total revenue.</p>
<p>An implicit cost could be the revenue that a <a href="https://www.adprun.net/explicit-and-implicit-costs-and-accounting-and/">what are implicit costs</a> company misses out on because it chooses to use an internal resource rather than get paid by a third party for its use of it. Say you’re a new business owner who just started your first company a few years ago. To help pay for startup expenses, you decide not to take a salary for the first two years. Implicit costs, as shown in the example above, are non-monetary and typically difficult to quantify precisely and, therefore, may not be recorded as part of a company’s regular accounting.</p>
<ul>
<li>Explicit costs are recorded as expenses on a company’s financial statements, while implicit costs do not involve any cash outflow or exchange, making them less straightforward to measure.</li>
<li>These expenses can include rent, wages, taxes, utility bills, and the cost of raw materials.</li>
<li>Understanding implicit costs helps businesses make informed decisions on resource allocation, pricing strategies, and long-term growth plans.</li>
<li>Implicit cost in economics, means the opportunity cost that is equal to what that has to be given up by a firm for using factors that it neither hires nor purchases.</li>
</ul>
<p>This often includes evaluating the potential returns from alternative uses of assets, time, or capital. For instance, a business owner must consider the income they could have earned if they had invested their time or money elsewhere. This requires a thorough understanding of the market and the potential opportunities available. In contrast, implicit costs are hidden costs that are not explicitly stated or quantified.</p>
<p>The implicit cost includes the potential revenue from outsourcing the team&#8217;s expertise to other projects. If the in-house project yields less profit than the outsourcing opportunities, the company may need to reconsider its strategy. Although these costs are not included in the company’s financial statements, you still need a good and correct bookkeeping report to calculate your company’s expenses and revenues. The goal is that your company can manage business finances more easily and accurately. By adopting these best practices, you can minimize implicit costs while maintaining a strong focus on growth and profitability. Remember that understanding implicit costs is just the first step; effectively managing them is crucial to ensuring long-term business success.</p>
<p>Effectively managing implicit costs is vital for companies to remain competitive and maximize their returns. By taking these costs into account, businesses can ensure they are making informed choices that minimize opportunity losses and promote long-term growth. By considering implicit costs, businesses can make more informed decisions that reflect the true economic impact of their choices. For example, a company might decide to lease out part of its building to generate income, rather than using it for additional office space that isn&#8217;t urgently needed.</p>
<p>Implicit costs also show the difference between economic profit and accounting profit. Economic profit means the total revenues less total costs where the total of implicit and explicit costs is total costs. As the economic profit also consists of the opportunity costs, so it will either be equal or less than the accounting profit. From the perspective of an economist, implicit costs are integral to calculating economic profit, which differs from accounting profit by taking into account both explicit and implicit costs. For instance, an entrepreneur who forgoes a steady salary to run their own business is incurring an implicit cost equal to the salary they gave up. This cost, while not directly affecting the cash flow, impacts the economic profit and the entrepreneur&#8217;s decision-making process.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/understanding-implicit-costs-opportunity-expenses-2/">Understanding Implicit Costs: Opportunity Expenses that Matter</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>Break-Even Point Analysis Formula Calculator Example Explanation</title>
		<link>http://www.joeblair.com.au/break-even-point-analysis-formula-calculator-2/</link>
		<comments>http://www.joeblair.com.au/break-even-point-analysis-formula-calculator-2/#comments</comments>
		<pubDate>Tue, 18 Jun 2024 17:16:39 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=27858</guid>
		<description><![CDATA[<p>We know that it is quite challenging for the new projects to attain the break-even point in the first few years of business. Therefore, for the concept of cash break-even point was introduced where the total revenue generated is equivalent &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/break-even-point-analysis-formula-calculator-2/">Break-Even Point Analysis Formula Calculator Example Explanation</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>We know that it is quite challenging for the new projects to attain the break-even point in the first few years of business. Therefore, for the concept of cash break-even point was introduced where the total revenue generated is equivalent to the total cash expenditure incurred. It is just an estimation of sales and does not determine the actual revenue generated by the products or projects.</p>
<p>To calculate your break-even point, divide your total fixed costs by the difference between your selling price and your variable cost per unit. This difference is called your contribution margin, which is the amount each sale contributes toward covering fixed costs. This means you need to sell 667 units to cover all of your expenses. It is only possible for a firm to pass the break-even point if the dollar value of sales is higher than the variable cost per unit. This means that the selling price of the goods must be higher than what the company paid for the good or its components for them to cover the initial price they paid (variable and fixed costs). Once they surpass the break-even price, the company can start making a profit.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="break even computation" 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FgTohKsz3RXbgsjsUAGJmBHreFfSSBHreFfSF1FIAAKQAAAAAAAHEsjnhHrUrTHkVt0clQBCrUTRfmxLujnFsDovzZl/ME+AK/te0X5sS7o56J9bqpeo2Ni85Z0O9lssl2yh3BZDN/HZo23yHowzQw9Kuts+4XO/0td/VWpZTq2oHb9SSm0yMqcwdVNL4Q3r4P8AjSThKrWI8FTSjoJZaqv0I6v/ABX0kCXyb7tw9zjpyyt+y3Pd5KJoq1nzllHQD5oi1fzyk/QC/emAv5YE6zleCPtDGtKDom1jzllHQBom1jzklHQC/X8sBfywGt5XDj7FpQdE2secso6ANEWr+eUn6AX/AHRu8Y1nK8EfaC1Drt3LrVm3bMallv8A+KDBRUhlJ9XzbdhOnEfkpN9/lHbV/wDGKxV1oFG0G1bxqqdIy3Oo4LZCMI5aq3JkJp3xj6IHvk4rlz0W4n0gUPZTX/lqY/0Lmf8AlH52WV75Ym/9Cpl/lHYtJVnS9cSRCo6PnDaZS512aSDhCN6UewjGH/Y+yStqYqSaziTSedN3T+RLwbv0YR3Wyl3BE9a6rHRbj/0Q642VV35Xm/8AQqZf5Q2VV35Xm/8AQqZf5R3PucQvhxHnWR4Y+xm6Y2W175Xm/wDQuZf5Q2XV75Xm/wDQuZf5R3NdHkF0eOBOujhwl0zsur3yvN/6FzL/AChsur3yvN/6FzL/ACjua6PHAXR44DXRw4HUGyuvvLUx/oXMv8oy2k5r93/6w4j+Xpp6l/hHavpgPTAjVR4IQoeirWfOWUdAGirWfOWUdAL3dHjgLo8cDzrJ8EfZPQomirWfOWT9AGiLWPPKX9AL56YD0wGpnwR9h51dcmpacTeVUUxrl9Lpm2g4dLIbxhXK3GiW1nQHm239Z6L9c34KJ/nX90DREqqVbsLFb2srP/NpuNrmgPNqX+ssgKxW9rmgPNqX+sbXFGebMu5gsgAr+17RfmxLujja9ovzYl3RywAnORAbA6L82ZfzBRbS6WZSaLV9J2MGzZ1vFyHxp2yRVWSfTEgcsuj/AJUordLM2bVsVrrXVaESQkk4e05NG75nDg/rTFVgcMdyJgR0O2rUedDY+SThlUcqbPGkO1zLdrZm0Oi6Eq/Y1Nowe+DnXfB2/Nnnexn33HYzB2azhRnBIIzhkV8FV+VNpa0Viv174JOJFY4ahWeziVZl8JLr6myuAALVQR63hX0kgR63hX0hdRSAACkAAAAAAAAAAAAAD0i6227ZtbC53k33X1a7+qtTzdPQjrfdC01UVi06ezaDjONkztCO/RT+CteIspxSy3o20qp400G5jF2jCF6XDH8ZAlcl60u77Q5467qWyii2kscvMzceK+EKfG/6kpCyKjIwviyX6Qp7S3mYXLO4syi2uOkWWtN+egNIsdab89Ap207Repr9Iy/aNp2i9TX6Rl+09czC+Oft/LxkuOkWOtN+egNIstab89Ap207Repr9Iy/aNp2i9TX6Rl+0c3C+Oft/JkuOkGett+dgNIM9bb87Ap207Rmpr9IUG07Rmpr9IUJ5mF8c/b+VS4aQZ3bjxvz0DofqjWzJ7UFGTVuyrFB9LITCKFSUnk505lN6ae4q2wlcZJXiu8WdkbTtF6mv0jL9p8jY9Rmpr9Iy/aWYblYWjUuc+ft/JVhp3UDy2Z5S2ZwoOoWk5ghNH8onsoQmUrg8VzlVVJyrLGu9JP1e7K517/iiZq17aRP6nqubU1JqxlktmUxp1zNV4yJ8mq6YpsFklbkksJZW51FKCqKKuNCBtdtQ0ZqTjpCg2oaM1Jxz6htY2nhI/t7f8596m005fsrS2cJc6g7tRnkIoJaIl8GEyl8Ipxfq3xbOc6VzRVJLyh4rCN8k5izy4brtL0RKltPUTH4E46Rl+0+RseorUXHSMv2mBi8ThcZMZT7LaVLJcdIM9bb87AaQZ62356BTdp6i9TX6RljaeovU1+kZZi83C+Oft/Kcly0gz1tvz0BpBnrbfnoFN2nqL1NfpGWNp6i9TX6Rljm4Xxz9v5Mly0gz1tvz0BpBnrbfnoFO2nqK1NfpGX7T7tPUVqS/SFPaeOZhvHP2Fw0gz1tvz0BpBnrbfnoFO2nqK1NfpGX7T7tPUVqS/SFPaOZhfHIuGkGett+egNIM9bb89Ap20/RWpr9Iy/aNp6itTX6Rl+0jmYXxyZNTOuYrXtaLjyuv7oGiJup1xCkpLSTOktD5z2zF1CN60VP7zSs8VLWW6WAAKgAAAAAAADqdIWjSKMmqC+He7rfzBpul9MRzx3uNoHbFoUh0xT/8pa97kVKZbodq2ZGvq05irk6ejtH/AEiEWs9kv8oJCSIvZP8AeV5202+DrkqA1+rq1+2AcxwhQAAC4AhdMcg0xyG2stemiPW8K+kxdMchiaY7a4SLMLaPUsoIXT3INPchNlUmgQunuQae5CLVUTQIXT3INPcgs1RNAhdPcg09yCzVE0CF09yDT3ILNUTQIXT3INPcgtVRNHpT1tTdsKnkP/drv6q1PLzT3IeifW6bR5RJ7FZ2ym0HEXOyd0vHARip8Falk4WrVjMbgVyu7bU2/wAtgxg6c9hvCGNh4qnvQvOrbLuqLy68cyNlNqalssQqaTrTti4bTzIfRSRSwsTOcjCSwu6w3d33yfq+0+mZtTD9kxdzBosvkdjBxmUY4P4w6+p2k7LJRZXCyZq9msG+bJMJg9hKE03MwZYveysUkoXwVSvS4IGZTwG53lNNWplSTLLqkHjhZ06mlDN5dJHNNzOqpBMHM07DSDJnlQ3VE4pbzFRJRJW/duTV9+MLiRqW3Ko6Ss/o2rqioSWyxxVbpNku3f1HBslLoqJKK5GK5ilGEfuE93chuxI+07JsstSayZnM3c2aoSKYJL9pNMpOCqV2+NlYfFKp+9ubnqMi0aYUdaI9p3KdVNP5dsZm6c2wEJVkKJulU70sJTFSj8blw3Lu6X8UCzSf9E2/yxelIU71SNIPpC0nNR5K0ki5dOWfZoIrP2EMJbBynMHqSeFBr2fAqrhQ4b+XHZdUfTL2rcqncqTzBlm9SOZC5ePUHTZGEUmuLFXFilgx8ZDCxL7oYp1XU1j9nFRtdC7ZdbtpM1g6zCVZimo2l6aquLvUFUvFK8vcd5JieUBQtQPXGeV1VeTLJpPYzxdjkypvBNVwoxi0cQxMHF31HE9/jLfp1Gf7T7/si5Wd10zbDZxVbV+8lFW3ISlrB69yn7dVhht4X9sxx004xR3tTfYb3uR3THmlt9m7Oip1XsqqdhPZfIG+O40Q5TcqRjHdTShdHuinBCH/APSiUhKqBpzLmDya1PU9SqupQnTeVpCX4UUpclFSME4YSSXxsb1fkMtaVWIbFpzRjWnJu1l89RwJhmzZzBTKh8Zif9zG+nb3s+Xl8zW3X4nNv9Z0hNJa0tEsbcyWXzNw2b5+hNoP4ZUVcW5JNJFHFVV3rucIX75AtyNuNnC+hchOcOopz6CMGLjRbqDeMVVYpJpKK4WGirFVPDw1cpON/vHWaslQfOJI7qW2Ot53oKatpshjSRkldFLE7phNIbm+8hWlbHqEdPGEcm0etfvY4TcsEIStsom1WSdKOkYp7z8Yr+tuhwmTGzKUx/m9on9lVyq7iZ9UZY7N0st4zq+MG7ZBV9HLWlTtvHDSUwlYJ4qUIKqYiiaWEnvt6kIXRjGBw/uk7IINnD91PZk1yWrlVBfJXkb5JVGCWSnFZRVOKeIkklBVHEWVhBKHGdK1vZXJndB6GpqsaoczFtpWKMXDFJKLvP3yTpVPEwd631LFSwiKkVj8nqSU55aLkrtpk0cOm7deMjbThR4wVwt9dZ+kslnWKkrvvxRd9Gw/Nmf8/wA9C7VbG1ZblRlDVO5lFVu4s2DSUtppF/gOFr8VzFG7CSTjuQjFLfONQ+1HbZKGVklSWq0i0jPEKZbu112bjGYK9k1hGKqSkFUsVJTcjuRSOurTaZoy0ebQnWzCqJJGEqSlUEWMqTw4JpOknXjkvjEkzLmcjo17TFeUfCp6qatq7XWXcQQleRBRpjXJK4W9XRxbvfhExPpeVubc/PRdeSst6pym2M0dya0BkhI10EWqyK8rXVnLZSLnFgknBVJGEchXeVN7inwQvgT+T1QVlDrK7BlU0Xa2UhFZGCLBzFFbLzbO8JNWKeHFbB3zCvxeQp81lVBvafpySyt5N5FoKbsZtFeXyNslpBy1+MTwcLmiOmdG0M5mizrJrCrGssczd1PUJVksU4JITJ0kqkq5hl4OL41VXCv7ru8hOgpzOduY+f8Aj/6quysC/VNZMnkExqaoqOctWjSUIzZvkt8RVR1iKwShdDC7lviW+8p3HJZk0nUqbTVrBaCLtDJWTx0FWynYRh76akIKJ/JGEInQc0pig5vIoyZ9UlUZtsbhTcLpZkdyxIKJq9y7rvSf/wBHZEotOkLOVIMnUxm0xdNU00VnDiXxyFFsv4yOEnheq6BVisBnO6prLrsg1fyalrbbicWfZVsk42P6exoz3Nm0IJLYX+zuJhYWJ43F/U91O6IWuUv+DMOgKENJ6tssprONjtM6OzxfHc5jJMHEV+MUuyYX/LHdK6eExNH9NLszKjDJuu3YRP1D3zobqgbYlGFi1aPaHauIznJlKubxcIKJYW5vqvB4pOOL6IGufUZ9XPOKgnS1m1uM5WmMxdxvlM0zdOGWvf4hSCW52XLcaatlhK0Uq3+9vsH/AE9jMds+rtKhGdOn1vQa6IuiUnbfo7jmPQVPYNt+juOY9BU9hsNDieG0lyGpnXOO9qL+V1/dA0PNyeuQV3KJwzojRUF4Rx3Xd0MM0c09yHqMJWSmgQunuQae5CqzVE0CF09yDT3ILNUTQIXT3INPcgs1RNAhdPcg09yC1VHLO1vgRCHM7Wzx2cJr6zLpdQACpaADGAAACzaNZcY0ay4zKBsLzXsXRrLjI9Zmy0qTRHreFfSLy6i5tGsuMaNZcZlAXlLF0ay4xo1lxmUBfkYujWXGNGsuMygL8jF0ay4xo1lxmUBfkYujWXGNGsuMygL8jF0ay4xo1lxmUBfkYujWXGel3W02jSFhc87GF/77nf1VqebZ6VdbY9wyd/pc7+qtSc5GydYJwjInUOVL6SBL5CV8CMq/wE6+VL6SBLp8BVGayezyfjB5D7g8hygszlXDFdS5k+bZo7aIroR/8sYbhBO7M7P3sO2qLksflYpwLOCc5FLyrGbJsrhs1p+P/wAel7CNmNjlh7Bs4ev7PaVbNm0MZdZZgkmmlkccY3QhA7GOtbeKTnNc2dOpPTbVs6e5L9g/ixcLYaUwTbOkllGqkfegrBKKUflPdLlcqpU6ZFSkUl6jarZq3k9NwssmsxmmLm7aXqsVFFsPumGmlH3vfuLn+58sL/4T0v8A9OS9h1DVtH1NaJWVIzXaRqmkm+mFl58/Qm7Fs6gjBg6RS31q7xo7664UvFYpU5LJOqXylKNez+hKzTcyxjLWk/y29SpKKzDJzbAdXdlM0kUt3fYbzFXxuKkqbHScjLOnUy9f5Y11sP8Aud7Cf+EtL/8AT0j5+5ysI/4SUv8A9PTNWp81tmsvs6YzaqGdbIQmbOVMZ6s/rOKqaD2E4yU8KKuf9qpqto4eMjxwxt0/dD05axV8JbOKIqar3Ujyn60Mpwxf4sJdMtJq42Mqq/SztJJLNUsXtvFwlt6PcbNnK9eWXWxzOwzqc3k2cSRtZ9SDiYy3JSXcMclqlHLQTU7nFVPlw9y/iE9sP6mmm5Q5nNSWfUbLZe1heu5et0kk0vlUjwes63tWoq1ic2nTVenaarnKk0zc0ytlPZTUiTBO5qsrn8E4Z2kslitFoJflU4bkO6kg4o2vXNjzmjJ1R9UTCYyKrVFpNfPks+y2ac0iq0etnKyit8UUlEtx1G/et33iizysom4XVzkNj/Ux1fK9L0lRtDTphdFLHl7dJ0l2cOVK+AkNjHUy1IzXf09Z/RMybtVlG7hZk2SVTSWTjvie5uHRU5o/ql8trHJlNHTiDqD9y/YzTP2zB8tfBr382av0WkXO9q79vu9Q7jwnJO6H6oiZzF+7lNMVbT7B5PJy/btmMwY5LpFdyqlmzpXCfopXQhFXxqv5FUu0XI4pdbE5HU72Fe9ZLS//AE9P2HL+57sPu9yam+gJnXVg1JWt09aBPn1b7InUteJrQ0hN5smriuM4jhYSSSyiV2HdwItsLcSuV4YbEmtq8iaVTokpKFtEWLf8MqX/AOnJnMjYpZG2h9xZpT0PkYJF3BXzp71qlK2SWaRZxaZFAyCEMrJjd970uH1HjTbzZw7sbtgndHs8pw10U+zmXLX75Bv3RupicfsPciMMmF1/DA1U6qrqd6atCrujLQJplIZOjYrIv28eF+2T31LJ9Cu5+tNLtvDXqV2OuH0L/Dz+oqexMZUoYvpo1Y6Y/wCfnQj+pc6rRC2iyqYS+cfc1tIUEkH/AGO5FzkKb0m9T5I/9uU7NlVplTNLs8wHLaHx6MYKnXUKUpiE0azlnJpe2mMqhc3cIIYSuF41L8kTaxha6uxcXgtnVq1WtRpuk+uFTZnVtPUlOWjSLfNXKyLiMfjYp71D6U0h0ay4zdDqxfc1lv5/S+qujTk3eDxlavRcli6Onq5MXRrLjGjWXGZQMu9LEYujWXGNGsuMygL8jF0ay4xo1lxmUBfkYujWXGcLtFkzaEgRU7W+BC/JCEABr2wgAAAiqs8FOXrPvlrv5KmLMUc8aOWX8nD1RcMknGmJU2ekgdYUdPdDu7nnezo7Fl04ZTjvN6GVi6NlegAbBowj1vCvpJAj1vCvpC6ikAAFIAAAAAAAAAAAAAHoR1vpasIWLzvKp1k2ct9kzvdcOPGZq1PPc9Kutse4XO/0ud/VWp7p1LUZDuio17SdFOYOGMth3LgWu8aSMHtpnvSaTc+oT1V+BHV/4r6SBL5EdzcLdX0dnHz1W57vJTMe0zyNJ+fVGPaZ5Gk/Pql1+cPnEavy/n3VKTn1pvkaT8+qM+tN8jSfn1S7fOHzhq/L+fdKk59ab5Gk/PqjHtM8jSbn1S7fOHzhq/L+fcUrHtM8jSfn1T5jWmeRpNz6pdvnD5w1fl/PuhSFV7THMPAsn5+MT5kxtKawuayeTw+SMYF4+cPnDWTllbj56ik5xaZqUm59UZxaZqUm59Uu3zh84avy/n3FJzi0zUpNz6ozi0zUpNz6pdvnD5w1fl/PuKTj2malJufVGcWm6nJ+fVLt84fOGr8v590qTj2majKOfiM4tN1OT8+qXb5w9I1flx89RSYq2lx4WMu5861rWbTmazOGTN83zhpvG8RvSO8ZvMWsnli71xlQ7FslGOV8hro7eZ46z158KNVtXFRatZNrsijnVuuIiqhqRlTejdMd7TSYJMM4+JVV7l/W71+tJU6p6qZpB3YFVkNWQar806SOaddhKN+tSooDqxfc1lv5/S+qujTkvdTW+1palQEtpepNHOs1cJOM/bxwnWKklhb6l+Nxe6/lSiHRbM7Fy/8AUeDrYHaNWjWAAbFowAAAAAKrMVs8dk1NnnwIr5TW611EABisoAAALABMdbo8kYqRdNc9aQ7Ya98f5pgZf8IJrRaxvgRn0umq0b9Fs8DFzwZ4bey4hlEet4V9JzZ4R6zz76lNldRTQMXPDh0lyF1lSkAR+kuQZ4LIkAR+eDPBZEgCPzwZ4LIkAR+eDPBZEgCPzwZ4LIkD0j6287ZNbDJ3CLuEYRq539VanmZnh6KdbppxnUdis7fQeOG375nSG8Ru+CtSKVHLthtrVbxpoJzHO4Xb1u/rYEzku2kId85PrKPUtCM4ypz29MPFeP8AxpJwoJjHdi/ew9JbbwuXaLMotLNn7PWckZ+z1nJKzsCYeUX3rGwJh5Rfesm3hOIx+lZs/Z6zkjP2es5JWtgLHyg+9Y2v2vlh/wCsW8JxDpWXP2es5Iz9nrOSVrYA08sv/WfNgTDyi+9Yt4TiHSs2fs9ZyRn7PWckrWwFj5QfesbAWPlB96xbwnEOlZc/Z6zkjP2es5JWtr9r5Yf+sbX7Xyw/9Yt4TiHSsufs9ZyRn7PWckrOwJh5Rfes+7AGnll/6xbwnEOlZc/Z6zkjP2es5JWdgTDyi+9Y2BMPKL71i3hOIdKzZ+z1nJGfs9ZyStbX7Xyw/wDWNr9r5Yf+sW8JxDpWXP2es5IzxprOT6ytbAWPlB96zhcUCwbNHEcmYPo3wv3IkTTwnEOlVbVaozt1oZo8hBu174u+M96B14FlgcTXrX6zscFRsUQ6w6plXNLA61hd8ASb/wBakdnnR/VizTMbF3DOEbm80nDViv8A1qv+EYdbsnRbCpXto4Wl5jQultx86/IFpKrKe05q5/5cms8Oi2F04NR/ilHN/qHJIAj88GeG8svm8pAEfngzwWRIHEstmZiaS5CPmzzPCmsQxVls8OEA17YQAAAAAABxO1u1XP8Ay4Tyet0qrwnwH5KnZR0Q2N0PyjQ/KSoN3efPEVo3lI9aW9tllI9XvuBF6FtHqcWjeUaN5SVBN5UitD8o0PykqBeEVoflGh+UlQLwitD8o0PykqBeEVoflGh+UlQLwitD8o0PykqBeEVoflPTTrY6GaWBTvJ46td/VWp5wHof1u6ooSmxadMosuCqHUf7K1G9rqm2dTeA1/kyP74EvkcBQKnrploFzlZk48V7340lYV2zh8DceojS1WTlus1sBVNnjPU3A2eM9TcFmkrdzGvLTu8o3eUq2zxnqTgbPGepOBpa3csuQtYKps8Z6m4GzxnqbgjSVu5K07vKN3lKts8Z6k4GzxnqTgnS1u5FyFp3eUbvKVbZ4z1JwNnjPUnA0tbuLkLWCqbPGepuBs8Z6m4I0lbuStYKps8Z6m4GzxnqbgaSt3C07vKN3lKts8Z6k4GzxnqTgnS1u5FyFp3eU+KQj2MeEq+zxnqTgbPGepOCJwtbLqTFSM3RQOV3325OI4WeiXb8nqgOnOqis6r61Ci5JJ6HpB/O4Nn7p8uuxjdgxwksL+9Q7jOl+qJtbtJsxc03k0RV60lyZpnUXEEslKMFu5YXdiyj09Er6M1+TWjlUOuGi7uRPWk0cSWcMnEsmLXeHCDhvhKpfqhoflLpXNQ1JW89hWFVzdeYP3LfN11loXKQ+KIA32yNxhLKj+vtoTtraEYueu3TRWjeUaN5SVBtbziEVo3lGjeUlQTeEVo3lIQtbvvRyVQw8XWXUQAGKygAAAACAiqseZnIHJKlar1H97/84SC+h2zrpXhOE5onCVOyqNoAAbV82CPV77gSBHq99wC6ikAAFIAAAAAAAAAAAAAHo/1t1Ji6sVncY98bJ3X1VqecB6NdbSSushqN5x1ArD+ytgNn6rZs9AuL2iHi/e5SZyZezu3WiXqIuq/ATj9X/eTeRwE9Kz9NjaNZ6mh6ho1nqiHqMsEXpVMTRrPVEPUNGs9UQ9RlgXpSw9Gs9UQ9Q0az1RD1GYD3dnvM2Jo1nqiHqGjWeqIeoyweL0jE0az1RD1DRrPVEPUZYF6RiaNZ6oh6ho1nqiHqMsC9IxNGs9UQ9Q0az1RD1GWBekYmjWeqIeo/ejmeppeoyARdkY+jmeppeoaOZ6ml6jIAuyQ15rBrBtVExaQ4Ir3wIUttpqXZVi4jx4X0RUjk6/bOywM50IkNb+rG/wB0v/kP/wBU2QJmkX7NtM8xm7VBxLnSGAuiship4ZVR6101tPvoeXcw70gR5tj1c1ilmtlcKdnFncp0dGeuXSzhHGVUbcEO5/Feg1OOnwdKzRcxtLF62tepAAMtrgAAcSvekCqFwKeU1utdRAAYrKAAAAAAqtpv/prL+TqrlqKfXrzPJq2Zaq3LSJylSjiVMp2iYsDEq9bs8HWv0cmzQOLPBnhtnzxyker33Ay88I9Zb76hdRSoOLPBngUuUHFngzwDlBxZ4M8A5QcWeDPAOUHFngzwDlBxZ4M8A5T0K63whU0bFp3oh62bN9k7rxHjc1annhnh6VdbSUhlWFzu/wA7ncP7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<h2>Raise product prices</h2>
<p>Replace “units” with “billable hours” or service packages, and use the same formula. Businesses can use break-even analysis to identify areas where they can reduce costs and enhance the profitability of their business. Other factors could cause sales to fluctuate throughout the year, such as changes in competitor pricing, customer demand, economic conditions and industry purchasing trends. For example, an economic downturn might lead to decreased customer spending and make it challenging to break even.</p>
<p>To calculate your break-even point, you’ll start with your fixed costs like rent, insurance and employee salaries. Then you’ll divide that number by the contribution margin per unit, which is the selling price per unit of your product minus the variable costs to make or sell each unit. Variable costs, like materials and shipping costs, can fluctuate based on production levels. It is also helpful to note that the sales price per unit minus variable cost per unit is the contribution margin per unit. For example, if a book’s selling price is $100 and its variable costs are $5 to make the book, $95 is the contribution margin per unit and contributes to offsetting the fixed costs. The total fixed costs are $50k, and the contribution margin ($) is the difference between the selling price per unit and the variable cost per unit.</p>
<h2>Methods to Calculate Break-Even Point</h2>
<p>The variable costs for different levels of activity are plotted over-the fixed cost line. The variable cost line is joined to fixed cost line at zero level of activity. As the variable cost line is drawn above the fixed cost line, it represents the total cost at various levels of output/sales.</p>
<p>In this case, a business would need to sell 334 units to break even. Many run the numbers during quarterly planning, before launching a new product, or when costs or pricing change. The actual sales made over the break-even point, which generates profit is considered as the margin of safety.</p>
<p>Suppose for any company if its break level is coming near to the maximum sales level, which the company could reach, then it is impractical for that company to earn profit even in the all-positive scenario. Therefore, it is the responsibility of the management that it should monitor the organization breakeven point constantly as it helps in cost-saving and resulting in a decrease of the breakeven point. The selling price is $15 per pizza, and the monthly sales are 1,500 pizzas. Additionally, the following information for a month is available. Once the break-even number of units is determined, the company then knows what sales target&nbsp;it needs to set in order to generate profit and reach the company’s financial goals. Profitability may be increased when a business opts for&nbsp;outsourcing, which can help reduce manufacturing costs when production volume increases.</p>
<h2>What is the break-even analysis formula?</h2>
<p>This means that the business will not incur loss and will survive in the market. For example, if breakeven point is 200 units, it means that if this quantity is produced and sold, business will cover all the costs from the revenue of this quantity. In the above graph, X-axis shows units being sold and Y-axis shows the revenue made. The cost line shows the total cost that occurs during the production process, the fixed cost line shows the occurrence of fixed costs, and the revenue line shows the total sales being made.</p>
<h2>Margin of safety</h2>
<p>This is so, because break-even analysis is the most widely known form of cost-volume-profit analysis. The term “break-even analysis” is used in two senses—narrow sense and broad sense. Now it is very easy to calculate the breakeven and to use the formula defined at the beginning of the break-even analysis&nbsp;case study. Many ventures operate at a loss for extended periods before reaching this milestone. For companies, gauging how and when they will reach the breakeven point is crucial for financial planning and pricing. If you’re struggling with financial planning, this graph helps visualise where your business stands.</p>
<ul>
<li>By reducing her variable costs, Maggie would reduce the break-even point and she wouldn’t need to sell so many units to break even.</li>
<li>One of the most important concepts here is the margin of safety.</li>
<li>There is no net loss or gain at the break-even point (BEP), but the company is now operating at a profit from that point onward.</li>
</ul>
<ul>
<li>If your sales price is too low, you might have to sell too many units to break even.</li>
<li>Break-even point is the number of units of output for which total revenue becomes equal to the total cost and there is no profit or loss.</li>
<li>In breakeven analysis, average variable cost is assumed to be constant.</li>
<li>Say, actual present sales are Rs. 5,00,000 and the break-even sales are Rs. 4,00,000, then margin of safety is equal to Rs. 1,00,000, i.e., 5,00,000 – 4,00,000.</li>
</ul>
<p>The break-even value is not a generic value as such and will vary dependent on the individual business. However, it is important that each business develop a break-even point calculation, as this will enable them to see the number of units they need to sell to cover their variable costs. Each sale will also make a contribution to the payment of fixed costs as well.</p>
<p>The value of the unit contribution should be positive (price should be greater than average variable cost) in order to calculate the breakeven point. For example, a business that sells tables needs to make annual sales of 200 tables to break-even. At present the company is selling fewer than 200 tables and is therefore operating at a loss. As a business, they must consider increasing the number of tables they sell annually in order to make enough money to pay fixed and variable costs.</p>
<h2>Doesn’t consider changes in costs</h2>
<p>In other words, it is used to assess at what point a project will become profitable by equating the total revenue with the total expense. Another very important aspect that needs to address is whether the products under consideration will be successful in the market. Break-even analysis assumes that the fixed and variable costs remain constant over time. However, costs may change due to factors such as inflation, changes in technology, and changes in market conditions. It also assumes that there is a linear relationship between costs and production.</p>
<p>Let&#8217;s assume she must incur a fixed cost of $45,000 to produce and sell a dress. By increasing contribution by changing the sales mix or by dropping unprofitable products. Besides determining the break-even point, profits at various levels of output can also be determined with the help of break-even charts.</p>
<p>As you increase your sales price, your break-even point decreases. If your sales price is too low, you might have to sell too many units to break even. And as much as we think a lower price means more buyers, studies actually show that consumers rely on price to determine the quality of a product or service.</p>
<p>The intersection of the revenue curve and cost curve determines the break-even point; i.e., point E. The contribution margin is determined by subtracting the variable costs from the price of a product. We have to draw a number of charts to study the effects of changes in the fixed costs, variable costs and selling prices on the profitability. In such cases, it becomes rather more complicated and difficult to understand. The <a href="https://tax-tips.org/change-without-notice-2020/">change without notice 2020</a> break-even point may be defined as that point of sales volume at which total revenue is equal to total cost. A business is said to break-even when its total sales are equal to its total costs.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/break-even-point-analysis-formula-calculator-2/">Break-Even Point Analysis Formula Calculator Example Explanation</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>Bookkeeping 101: Bookkeeping Basics for Small Businesses</title>
		<link>http://www.joeblair.com.au/bookkeeping-101-bookkeeping-basics-for-small/</link>
		<comments>http://www.joeblair.com.au/bookkeeping-101-bookkeeping-basics-for-small/#comments</comments>
		<pubDate>Wed, 05 Jun 2024 09:19:41 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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" width="259px" alt="what is basic bookkeeping"/></p>
</p>
<p>Remote work has expanded across nearly every field, including bookkeeping. If you find someone who is a good fit for your business needs, it doesn’t matter if they are in California while you work from New York. You’ll want to &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/bookkeeping-101-bookkeeping-basics-for-small/">Bookkeeping 101: Bookkeeping Basics for Small Businesses</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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" width="259px" alt="what is basic bookkeeping"/></p>
<p>
<p>Remote work has expanded across nearly every field, including bookkeeping. If you find someone who is a good fit for your business needs, it doesn’t matter if they are in California while you work from New York. You’ll want to create a contract that outlines details, such as deadlines, rates and expectations so that everyone is on the same page. Keeping up with the records in your small business might be a task you are willing and able to tackle yourself.</p>
</p>
<p>
<h2>Get a bookkeeping certification.</h2>
</p>
<p>
<p>Both the CPB and CB certifications require similar eligibility requirements. While any competent employee can handle bookkeeping, accounting is typically handled by a licensed professional. It also includes more advanced tasks such  as the preparation of yearly statements, required quarterly reporting and tax materials. While they seem similar at first glance, bookkeeping and accounting are two very different mediums. Bookkeeping serves as more of a preliminary function through the straightforward recording and organizing of financial information.</p>
</p>
<p>
<h2>How Does Bookkeeping Differ From Accounting?</h2>
</p>
<p>
<ul>
<li>If you have a passion for helping clients solve problems, this course is for you.</li>
<li>But it’s in the 15th century that the roots of modern bookkeeping can be found.</li>
<li>Generally speaking, accrual accounting is better for larger, more established businesses.</li>
<li>At the end of the course, you&#8217;ll receive a professional certificate, which you can put on your resume to demonstrate your skills and accomplishments to potential employers.</li>
<li>Other smaller firms may require reports only at the end of the year in preparation for doing taxes.</li>
<li>If your bookkeeper bills your customers or pays your vendors and employees, make sure you have proper checks and balances in place to mitigate the possibility of fraud.</li>
</ul>
<p>
<p>A few employers offer on-the-job training for bookkeepers by providing internships and placement programs. According to the US Bureau of Labor Statistics (BLS), most bookkeepers can learn the profession&#8217;s basics in about six months [3]. Once you become a qualified bookkeeper, you can work as a permanent employee or freelancer. You can learn bookkeeping for free and at a low cost through online courses. These courses focus on bookkeeping fundamentals to help improve bookkeeping knowledge and skills.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="253px" alt="what is basic bookkeeping"/></p>
<p>
<h2>Get started in bookkeeping</h2>
</p>
<p>
<ul>
<li>From the start, business owners can get personalized answers to questions and spend less time on their books.</li>
<li>Both accountants and bookkeepers work to maintain accurate records of finances, and sometimes the terms are used interchangeably.</li>
<li>Regular audits and reviews ensure the budgeting process responds dynamically to the business’s needs.</li>
<li>Fully automated accounting software makes keeping your books as easy as possible.</li>
<li>When an effective bookkeeping system is in place, businesses have the knowledge and information that allows them to make the best financial decisions.</li>
</ul>
<p>
<p>If a general ledger is like a book, a chart of accounts is like a book&#8217;s table of contents—it&#8217;s a list of all the accounts your business uses to record transactions. In this metaphor, each account is like a chapter of a book, and individual journal entries are kind of like the pages of each chapter. The balance sheet&nbsp;reports a business’ assets, liabilities, and shareholder’s equity at a given point in time. In simple words, it tells you what your business owns, owes, and the amount invested by shareholders. However, the balance sheet is only&nbsp;a snapshot of a business’ financial position for a particular date.</p>
</p>
<p>
<p>When doing the bookkeeping, you’ll generally follow the following four steps to make sure that the books are up to date and accurate. Remember that each transaction is assigned to a specific account that is later <a href="http://www.belgrade2017.org/en/news/slobodan-brankovic-about-organization-of-eich-2017">http://www.belgrade2017.org/en/news/slobodan-brankovic-about-organization-of-eich-2017</a> posted to the general ledger. Posting debits and credits to the correct accounts makes reporting more accurate. Now that you’ve balanced your books, you need to take a closer look at what those books mean.</p>
</p>
<p>
<h2>Bookkeeping basics: A guide for small businesses</h2>
</p>
<p>
<p>Business transactions can be recorded by hand in a journal or an Excel spreadsheet. To make things easier, many companies opt to use bookkeeping software to keep track of their financial history. At tax time, the burden is on you to show the validity of all of your expenses, so keeping supporting documents for your financial data like receipts and records is crucial. Most accounting software today is based on <a href="http://www.palestinefilm.org/resources.asp?s=libr&amp;film_id=229">http://www.palestinefilm.org/resources.asp?s=libr&amp;film_id=229</a> double-entry accounting, and if you ever hire a bookkeeper or accountant to help  you with your books, double-entry is what they’ll use. If you need to borrow money from someone other than friends and family, you’ll need to have your books together. Doing so lets you produce financial statements, which are often a prerequisite for getting a business loan, a line of credit from a bank, or seed investment.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="251px" alt="what is basic bookkeeping"/></p>
<p>
<div style='text-align:center'><iframe width='564' height='318' src='https://www.youtube.com/embed/kAIlSybFWLc' frameborder='0' alt='what is basic bookkeeping' allowfullscreen></iframe></div>
</p>
<p>
<p>Take routine bookkeeping off your never-ending to-do list with the help of a certified professional. A QuickBooks Live bookkeeper can help ensure that your business’s books close every month, and you’re primed for tax season. Our expert CPAs and QuickBooks ProAdvisors average 15 years of experience working with small businesses across various industries. When you think of bookkeeping, you may think it’s all just numbers and spreadsheets. Bookkeeping is the meticulous art of recording all financial transactions a business makes.</p>
</p>
<p>
<h2>Manage the general ledger.</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="what is basic bookkeeping"/></p>
<p>
<p>A small business can likely do all its own bookkeeping using accounting software. Many of the operations are automated in the software, making it easy to get accurate debits and credits entered. Start by deciding on the system <a href="https://pesnibardov.ru/i.php?pesnya=7330">https://pesnibardov.ru/i.php?pesnya=7330</a> you want to use, whether it’s an online program, paid software or a spreadsheet. Next, set aside a dedicated time either weekly or biweekly to review your bookkeeping, reconcile transactions and complete necessary data entry.</p></p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/bookkeeping-101-bookkeeping-basics-for-small/">Bookkeeping 101: Bookkeeping Basics for Small Businesses</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>Balance Sheet Format, Explanation and Example</title>
		<link>http://www.joeblair.com.au/balance-sheet-format-explanation-and-example-7/</link>
		<comments>http://www.joeblair.com.au/balance-sheet-format-explanation-and-example-7/#comments</comments>
		<pubDate>Tue, 05 Mar 2024 14:01:55 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=27882</guid>
		<description><![CDATA[<p>The trial balance in your balance sheet contains liabilities, assets, equity, expenses, revenue, losses and gains. However, in order to calculate it, you have to delete everything apart from the liabilities, assets and equity. When a business wants to expand &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/balance-sheet-format-explanation-and-example-7/">Balance Sheet Format, Explanation and Example</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>The trial balance in your balance sheet contains liabilities, assets, equity, expenses, revenue, losses and gains. However, in order to calculate it, you have to delete everything apart from the liabilities, assets and equity. When a business wants to expand its operations and make future investments, it seeks loans from banks.</p>
<p>The balance sheet (also known as the statement of financial position) is a financial statement that shows the assets, liabilities, and owner’s equity of a business at a particular date. The main purpose of preparing a balance sheet is to disclose the financial position of a business enterprise at a given date. While the balance sheet can be prepared at any time, it is mostly prepared at the end of the accounting period. For investors interested in assessing the operation of a firm, knowing how to read a balance sheet—as well as the profit and loss and cash flow statements—is essential. When taken as a whole, these statements give you detailed insight and assist you in making wise financial choices.</p>
<h2>Balance sheet format</h2>
<p>Many financial ratios draw on data included in both the balance sheet, income statement, and statement of cash flows to paint a fuller picture of what&#8217;s going on with a company&#8217;s business. If a company takes out a five-year, $4,000 loan from a bank, its assets (specifically, the cash account) will increase by $4,000. Its liabilities (specifically, the long-term debt account) will also increase by $4,000, balancing the two sides of the equation. If the company takes $8,000 from investors, its assets will increase by that amount, as will its shareholder equity.</p>
<p>For instance, a building that was purchased in 1975 for $20,000 could be worth $1,000,000 today, but it will only be listed for $20,000. This is consistent with the balance sheet definition that states the report should record actual events rather than speculative numbers. It works alongside your business P&amp;L and cash flow statements to give a complete view of your restaurant’s financial performance. You can either use a restaurant balance sheet template or opt for accounting software that automatically generates balance sheets from your financial data.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="balance sheet format" 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"/></p>
<p>The combination of the last two bullet points is the amount of the company’s net income. Therefore, the recorded amount of goodwill is not amortized to expense. Instead, each year the recorded cost of the goodwill must be tested to see if the cost must be reduced by what is known as an impairment loss. When the main corporation issues a comparative balance sheet for the entire group of corporations, the balance sheet heading will state “Consolidated Balance Sheets”. As you can see, the report form is more conducive to reporting an additional column(s) of amounts.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="balance sheet format" 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"/></p>
<p>Along with the above data, comparable to last year for the same period also needs to be disclosed. Firms in the United Kingdom are compulsorily required to prepare financials as per the local UK and Irish GAAP. Also, based on the development at the global level, UK and Irish GAAP are blended into the IFRS for the global reporting perspectives. For the past 52 years, Harold Averkamp (CPA, MBA) hasworked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online.</p>
<p>Beneath the assets are the liabilities followed by stockholders’ equity. It is also convenient to compare the current assets with the <a href="https://tax-tips.org/the-ultimate-list-of-small-business-tax-deductions/">the ultimate list of small business tax deductions</a> current liabilities. The above equation means that at any point in time, a business’s assets should be equal to its liabilities and equity. A balance sheet explains the financial position of a company at a specific point in time and is often used by parties outside of a company to gauge its health. Each category consists of several smaller accounts that break down the specifics of a company&#8217;s finances.</p>
<h2>Managerial Accounting</h2>
<ul>
<li>Business environments change rapidly, and relying solely on historical financial information can limit our ability to make forward-looking decisions.</li>
<li>Some valuable items that cannot be measured and expressed in dollars include the company’s outstanding reputation, its customer base, the value of successful consumer brands, and its management team.</li>
<li>To streamline the process, ensure your software integrates well with your inventory and payroll systems.</li>
<li>A trial balance compiles ledger balances into equal debit and credit totals on a bookkeeping worksheet.</li>
<li>You’ll have to go back through the trial balance and T-accounts to find the error.</li>
</ul>
<p>After almost a decade of experience in public accounting, he created MyAccountingCourse.com to help people learn accounting &amp; finance, pass the CPA exam, and start their career.</p>
<p>This balance sheet also reports Apple&#8217;s liabilities and equity, each with its own section in the lower half of the report. The liabilities section is broken out similarly to the assets section, with current liabilities and non-current liabilities reporting balances by account. The total shareholders&#8217; equity section reports common stock value, retained earnings, and accumulated other comprehensive income. Apple&#8217;s total liabilities increased, total equity decreased, and the combination of the two reconciles to the company&#8217;s total assets. A balance sheet is one of the core financial statements that provides a snapshot of a company&#8217;s financial position at a specific point in time. It shows what a company owns (assets), what it owes (liabilities), and the residual interest of the owners (equity).</p>
<p>Because one year is longer than the 4-month operating cycle, the distributor’s current assets includes its cash and assets that are expected to turn to cash within one year. Typically, the balance sheet date is the final day of the accounting period. If a company issues monthly financial statements, the date will be the final day of each month. The balance sheet is one in a set of five financial statements distributed by a U.S. corporation. To get a complete understanding of the corporation’s financial position, one must study all five of the financial statements including the notes to the financial statements.</p>
<h2>Balance Sheet: Explanation, Components, and Examples</h2>
<ul>
<li>The balance sheet is not just a technical report; it’s a decision-making tool.</li>
<li>For example, a company with substantial assets and a low debt-to-equity ratio will likely be deemed creditworthy, making securing favourable terms and interest rates on loans easier.</li>
<li>Its liabilities (specifically, the long-term debt account) will also increase by $4,000, balancing the two sides of the equation.</li>
<li>Generally a long term liability account containing the face amount, par amount, or maturity amount of the bonds issued by a company that are outstanding as of the balance sheet date.</li>
</ul>
<p>This is the period of time that it will be economically feasible to use an asset. Useful life is used in computing depreciation on an asset, instead of using the physical life. For example, a computer might physically last for 100 years; however, the computer might be useful for only three years due to technology enhancements that are occurring. As a consequence, for financial statement purposes the computer will be depreciated over three years. This would include long term assets such as buildings and equipment used by a company.</p>
<h2>What is the balance sheet equation?</h2>
<p>The balance sheet equation follows the accounting equation, where assets are on one side, liabilities and shareholder’s equity are on the other side, and both sides balance out. A balance sheet depicts many accounts, categorized under assets and liabilities. Like any other financial statement,&nbsp;a balance sheet will have minor variations in structure depending on the organization. Following is a sample balance sheet, which&nbsp;shows all the basic accounts classified under assets and liabilities so that both sides of the sheet are equal. Equity refers to the amount of money that would be paid to owners and shareholders if the company were to liquidate all of its assets (after paying all debts). Having a properly maintained balance sheet is an excellent way to understand the financial standing of your business.</p>
<h2>Stockholders’ Equity</h2>
<p>The balance sheet provides stakeholders, such as investors, creditors, and management, with crucial information about the company’s financial standing. It’s not just a document, it’s a window into the company’s financial health. This financial statement reports the amounts of assets, liabilities, and net assets as of a specified date. This financial statement is similar to the balance sheet issued by a company. The balance sheet lists all of a business&#8217;s assets, liabilities, and shareholders&#8217; equity.</p>
<p>You should update your balance sheet monthly or quarterly to monitor your restaurant’s financial health and ensure timely decision-making. To make sure your assets and liabilities are being tracked properly, it’s important to update and review your balance sheet at least monthly. A lot can change in a month, so that regular check-in keeps your numbers reliable. Sort through your income and expenses in your chart of accounts so you can clearly see what your business earned, spent, borrowed, or invested during the period you’re reporting on.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/balance-sheet-format-explanation-and-example-7/">Balance Sheet Format, Explanation and Example</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>Units of Production Depreciation Calculator</title>
		<link>http://www.joeblair.com.au/units-of-production-depreciation-calculator/</link>
		<comments>http://www.joeblair.com.au/units-of-production-depreciation-calculator/#comments</comments>
		<pubDate>Mon, 31 Jul 2023 19:42:12 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=1264</guid>
		<description><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/Screenshot_1.jpg" width="253px" alt="units of production depreciation formula"/></p>
<p>Depreciation in units of activity is another phrase for depreciation in units of output. The activity of an asset may be assessed in units generated, but it can also be quantified in hours utilized or operations performed. You may, for &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/units-of-production-depreciation-calculator/">Units of Production Depreciation Calculator</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/Screenshot_1.jpg" width="253px" alt="units of production depreciation formula"/></p>
<p>Depreciation in units of activity is another phrase for depreciation in units of output. The activity of an asset may be assessed in units generated, but it can also be quantified in hours utilized or operations performed. You may, for example, base the depreciation of business-owned automobiles on the number of miles traveled. The following example demonstrates how to create a fixed asset account in QuickBooks so that you may depreciate units of production. To claim a tax deduction, you can’t utilize units of production depreciation.</p>
<div style='text-align:center'><iframe width='569' height='313' src='https://www.youtube.com/embed/OmUyb6DjyQE' frameborder='0' alt='units of production depreciation formula' allowfullscreen></iframe></div>
<p>In units of production method of depreciation, depreciation expense on an asset is charged according to the actual usage of the asset. Realistically, the depreciation expense shown using this method considers the percentage of the asset’s capacity that was used up for that year. Depreciation not only helps companies to depreciate assets but also helps in tax deductions. Higher deductions in the productive years enable the companies to achieve a balance for the higher production costs. The amount of depreciation for a year is calculated by dividing the total depreciable amount of the asset by estimated total production into units.</p>
<h2>How to Calculate Declining Balance Depreciation</h2>
<p>Unlike traditional methods such as straight-line depreciation, which allocate an equal amount of depreciation expense each period, the units of production method allocates depreciation based on the actual usage or production of the asset. This method is particularly useful for assets whose value diminishes with increased usage, such as machinery, vehicles, or equipment. The units of production depreciation method calculates the annual depreciation expense of property, plant and equipment based on its usage. For this reason the production depreciation method is sometimes referred to as the units of activity depreciation method, the usage method of depreciation or the units of output method. Further, this method requires more calculation and estimation than the other types of depreciation methods. A company using this method of depreciation needs to calculate the depreciation expense every year since it changes depending on the level of production.</p>
<p>If the asset is rarely used, its depreciation will be lesser and an asset will have greater depreciation for years when it is heavily used. For manufacturing companies that employ assets to create output, units of production depreciation may be highly useful. Depreciation costs correspond to revenues and expenditures by reflecting real wear and tear on such equipment.</p>
<h2>Accounts Receivable Meaning, Example &#038; Accounting Definition</h2>
<p>It is suitable for calculating depreciation on assets such as delivery trucks and equipment for which substantial variation in usage occurs. Units of Production Method may be appropriate where there is a high correlation between activity of an asset and its  physical wear <a href="https://www.bookstime.com/articles/units-of-production-method">units of production depreciation formula</a> and tear. In effect, the depreciation expense recorded each year directly reflects how much of  the fixed asset was used. Here, I have provided a practice sheet for you to practice how to calculate the units of the Production Depreciation method with a formula in Excel.</p>
<p>It’s calculated by subtracting the original cost from what it would have been worth if sold at a certain point in time and then dividing that number into how many years passed since its release date. The units of depreciation method is also known as the units of activity method. To illustrate, assume that the equipment described above is estimated to produce 120,000 units over its useful life.</p>
<h2>Units of Production Depreciation Calculation Example</h2>
<p>This strategy, however, is not applicable to all enterprises or for tax reasons. Additionally, the salvage value also needs to be reasonably accurate in estimation if there is any. If the estimated number of hours of usage or units of production changes over time, incorporate these changes into the calculation of the depreciation cost per hour or unit <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> of production. A change in the estimate does not impact depreciation that has already been recognized. Therefore, a change in estimate does not alter the financial statements for prior periods. The majority of depreciation techniques rely on the passage of time to calculate the worth of an item, such as a vehicle that depreciates 20% every year.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/dde6cca7ba.jpg" width="255px" alt="units of production depreciation formula"/></p>
<p>While this is also an accelerated method, it is not as quick as the double declining balance method. Companies choose to go with this method as it facilitates larger depreciation tax benefits in the initial years of the asset’s useful life. It is a system that records larger expenses during the initial years of the asset’s useful life and smaller in the later years. You may run a chart of accounts report and filter it to just reveal fixed assets once you’ve established the fixed asset in QuickBooks. QuickBooks Online generates a chart of accounts depending on the industry you choose when you first started using the program. You’ll need to create a new account if you wish to monitor anything that isn’t on the default list.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/units-of-production-depreciation-calculator/">Units of Production Depreciation Calculator</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></content:encoded>
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		<title>Net Terms Guide: What Are Net 30 60 90 Terms?</title>
		<link>http://www.joeblair.com.au/net-terms-guide-what-are-net-30-60-90-terms/</link>
		<comments>http://www.joeblair.com.au/net-terms-guide-what-are-net-30-60-90-terms/#comments</comments>
		<pubDate>Wed, 05 Jul 2023 01:02:31 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=1756</guid>
		<description><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/f325d7b6-3524-4082-a3ef-4da16f89356f.jpg" width="250px" alt="net term meaning"/></p>
<p>While there are many benefits to offering net terms, there are also a few challenges to be aware of. This can also add additional work and complexity when reconciling payments to your accounting software (such as QuickBooks Online) or invoicing &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/net-terms-guide-what-are-net-30-60-90-terms/">Net Terms Guide: What Are Net 30 60 90 Terms?</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/f325d7b6-3524-4082-a3ef-4da16f89356f.jpg" width="250px" alt="net term meaning"/></p>
<p>While there are many benefits to offering net terms, there are also a few challenges to be aware of. This can also add additional work and complexity when reconciling payments to your accounting software (such as QuickBooks Online) or invoicing <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> software. But for many businesses, the advantages outweigh the disadvantages, which is why net terms are such a standard business offering. Late fees and interest can be strong motivators to getting your invoices paid on time.</p>
<h2>Comments: Gross vs Net</h2>
<p>Discover what an LLC invoice is for and how to create one in this clear guide. CO— aims to bring you inspiration from leading respected experts.  However, before making any business decision, you should consult a professional who can advise you based on your individual situation. Entrepreneurs and industry leaders share their best advice on how to take your company to the next level.</p>
<h2>Resources for YourGrowing Business</h2>
<ul>
<li>Just like anything, net 30 payment terms have their pros and cons.</li>
<li>Auditing and forensic accounting represent other important accounting specializations.</li>
<li>A positive net cash flow means your business makes more than it spends.</li>
<li>At the same time, longer payment terms show that you trust your customers, which can build loyalty and mutual appreciation.</li>
<li>More often than not, this is because they’re trying to increase their cash flow — but even with good intentions, this doesn’t always bode well.</li>
<li>For example, net income for a business is the income made after all expenses, overheads, taxes, and interest payments are deducted from the gross income.</li>
</ul>
<p>Introductions to basic accounting often identify assets, liabilities, and capital as the field&#8217;s three fundamental concepts. Assets describe an  individual or company&#8217;s holdings <a href="https://www.bookstime.com/articles/net-terms">net term meaning</a> of financial value. By contrast, the alternate method of cash basis accounting would only record that $1,000 as revenue when the customer actually paid for the purchase.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/937f41ba-c3ff-4369-98df-596b91a03c7b-1-300x200.jpg" width="252px" alt="net term meaning"/></p>
<h2>What are the different types of accountants?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/10/9286459872645.jpg" width="255px" alt="net term meaning"/></p>
<p>You may choose to require a partial payment of the total cost of a customer’s purchase. Often this can provide the working capital you may need to complete a customer’s project or benefit your business as well, in the form of increased sales and higher order value. They may also benefit your customers by breaking up their costs into smaller, more manageable chunks.</p>
<h2>What Does Net 30 Mean on an Invoice?</h2>
<p>Double-entry systems add assets, liabilities, and equity to the financial tracking. Software like QuickBooks enables customers to pay online anytime with pay-enabled smart invoices. With smart invoices, customers can pay using credit cards, debit cards, and automated clearing house (ACH) bank transfers.</p>
<div style='text-align:center'><iframe width='567' height='310' src='https://www.youtube.com/embed/uCH9cx3hrbM' frameborder='0' alt='net term meaning' allowfullscreen></iframe></div>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/03/Screenshot_1-300x180.png" width="251px" alt="net term meaning"/></p>
<h2>Common Types of Net Terms</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/03/105341ec-6ad4-49f0-b534-4222cf9e42ed-scaled-1-300x200.jpeg" width="257px" alt="net term meaning"/></p>
<h2>What is the difference between gross and net profit</h2>
<div style='text-align:center'><iframe width='564' height='317' src='https://www.youtube.com/embed/L2mo_8bydZA' frameborder='0' alt='net term meaning' allowfullscreen></iframe></div>
<h2>Gross vs. Net in Accounting</h2>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/net-terms-guide-what-are-net-30-60-90-terms/">Net Terms Guide: What Are Net 30 60 90 Terms?</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>How To Reconcile Credit Card Accounts in QuickBooks Online</title>
		<link>http://www.joeblair.com.au/how-to-reconcile-credit-card-accounts-in/</link>
		<comments>http://www.joeblair.com.au/how-to-reconcile-credit-card-accounts-in/#comments</comments>
		<pubDate>Tue, 08 Nov 2022 13:06:41 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=2658</guid>
		<description><![CDATA[<p><img 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" width="604px" alt="quickbooks credit card reconciliation"/></p>
</p>
<p>It needs to match the balance of your real-life bank account for the day you decided to start tracking transactions in QuickBooks. Yes, you can now start reconciling and ignore those past entries. Then, match the transactions in your statement &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/how-to-reconcile-credit-card-accounts-in/">How To Reconcile Credit Card Accounts in QuickBooks Online</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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" width="604px" alt="quickbooks credit card reconciliation"/></p>
<p>
<p>It needs to match the balance of your real-life bank account for the day you decided to start tracking transactions in QuickBooks. Yes, you can now start reconciling and ignore those past entries. Then, match the transactions in your statement to those in QuickBooks. I recorded a business expense and it&#8217;s amount due was included  in payment to the credit card company.</p>
</p>
<p><img 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" width="605px" alt="quickbooks credit card reconciliation"/></p>
<p>
<p>Here’s a sample reconciliation with all of the transactions matched to <a href="https://www.accountingcoaching.online/absorption-variance/">absorption variance</a> a credit card statement. You can see that the difference is zero, which means that the statement ending balance and cleared balance also matches. If you&#8217;re reconciling an account for the first time, review the opening balance.</p>
</p>
<p>
<h2>Step 3: Match Credit Card Transactions</h2>
</p>
<p>
<div style='text-align:center'><iframe width='569' height='310' src='https://www.youtube.com/embed/DU-RPFcblv8' frameborder='0' alt='quickbooks credit card reconciliation' allowfullscreen></iframe></div>
</p>
<p>
<p>This will show you cleared transactions and any changes made after the transaction that may not show in your discrepancies. Make sure you enter all transactions for the bank statement period you plan to reconcile. If there are transactions that haven&#8217;t cleared your bank yet and aren&#8217;t on your statement, wait to enter them.</p>
</p>
<p>
<p>Thank you very much Rose-A, for your reply. Not sure that my previous reply was sent.. Or if this same next question went through.. Sign up to receive more well-researched small business articles and topics in your inbox, personalized for you.</p>
</p>
<p>
<p>When you’re finished setting up your payment or have decided to wait until later, hit the green Done button (not shown in the image above). I&#8217;ll be around if there&#8217;s anything that I can help with your reconciliation. Please add the details in the comment section. Thanks for sharing the detailed process you&#8217;ve done during the reconciliation. I have very limited accounting skills so if possible please provide detailed instructions.  I have some information that will assist us in clearing those previous entries in QuickBooks Desktop when reconciling.</p>
</p>
<p>
<ol>
<li>Reconciliation is used to ensure that the money leaving an account matches the actual money spent.</li>
<li>You can also memorize it to save its current customization settings.</li>
<li>I have very limited accounting skills so if possible please provide detailed instructions.</li>
<li>If your beginning balance doesn&#8217;t match your statement, don&#8217;t worry.</li>
<li>Then, match the transactions in your statement to those in QuickBooks.</li>
</ol>
<p>
<h2>Edit completed reconciliations</h2>
</p>
<p>
<p>Start by reviewing a previous reconciliation report. If you reconciled a transaction by mistake, here&#8217;s how to&nbsp;unreconcile it. If you adjusted a reconciliation by mistake or need to start over, reach out to your accountant. For other types of accounts, QuickBooks opens the Make Payment window. This lets you write a check or enter a bill <a href="https://www.business-accounting.net/are-you-making-these-7-common-sole-proprietor-tax/">are you making these 7 common sole proprietor tax mistakes</a> to pay to cover the outstanding balance. If you don&#8217;t want to record a payment, select&nbsp;Cancel.</p>
</p>
<p>
<p>Saying your boss paid the company&#8217;s credit card from his pocket, we&#8217;ll have to create a journal entry and an expense respectively. I also recommend consulting an accountant before performing the process of reconciling past <a href="https://www.simple-accounting.org/promotional-giveaways-for-not/">promotional giveaways for not</a> transactions to ensure your records are in good shape. They can offer advice on how to handle those entries correctly in order to avoid data problems. Even though you&#8217;re not able to print a check, the entered expense transactions are still recorded. To see all of your adjustments on the list, you can review a Previous Reconciliation report for the reconciliation you adjusted.</p>
</p>
<p>
<h2>Reconciling credit card accounts</h2>
</p>
<p>
<p>Once you connect your account, you don&#8217;t need to enter each transaction manually. Your bank entries will be downloaded to QuickBooks automatically. All you need to do is to&nbsp;review, categorize, and approve&nbsp;them from the&nbsp;For Review&nbsp;section. I wanted to see how everything about fixing your credit card reconciliation.</p>
</p>
<p>
<h2>reconciling credit card when a charge is reveresed</h2>
</p>
<p>
<p>You should enter the missing transactions manually in QuickBooks. Ensure that all the details—including the dates, amounts, and descriptions—match your credit card statement. I know how important it is to keep your books accurate in the running of your business.</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='317' src='https://www.youtube.com/embed/tFwAz8nvp2E' frameborder='0' alt='quickbooks credit card reconciliation' allowfullscreen></iframe></div></p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/how-to-reconcile-credit-card-accounts-in/">How To Reconcile Credit Card Accounts in QuickBooks Online</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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