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		<title>Weighted Average Formula Explanation, Formulas and Solved Examples</title>
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		<pubDate>Wed, 16 Oct 2024 09:36:25 +0000</pubDate>
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		<description><![CDATA[<p>Multiply the weight individually by each value and add the results together. This total number is the denomina &#8230; </p>
<p class="link-more"><a href="https://realnet.ne.jp/weighted-average-formula-explanation-formulas-and/" class="more-link"><span class="screen-reader-text">"Weighted Average Formula Explanation, Formulas and Solved Examples" の</span>続きを読む</a></p>
<p>The post <a href="https://realnet.ne.jp/weighted-average-formula-explanation-formulas-and/">Weighted Average Formula Explanation, Formulas and Solved Examples</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://i.ytimg.com/vi/P_Nwchc_pcs/maxresdefault.jpg" width="454px" alt="weight average method"/></p>
<p>Multiply the weight individually by each value and add the results together. This total number is the denominator in the weighted average formula. Add up all the products from the previous step to get a single numerator for the weighted average formula.</p>
<h2>Method 1: When the Weights Add Up to One</h2>
<p>The weighted average gives each of the different quantities a specific weight. The weights are essentially numerical expressions expressed as percentages, decimals, or integers; they do not correspond to any physical units. When the numbers in a data collection are given the same weight, a simple average can be less accurate than a weighted average. Each number in a data set is multiplied by a predetermined weight value during the calculation of the weighted average. The final step is to add these two values together and divide it by the number of research participants, giving us the weighted average. Here, we’ll give you examples of weighted average calculations with real numbers to provide insight into the exact process.</p>
<div style='text-align:center'><iframe width='569' height='318' src='https://www.youtube.com/embed/LWep6WQ_2eM' frameborder='0' alt='weight average method' allowfullscreen></iframe></div>
<h2>What Is the Purpose of a Weighted Average?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://search-static.byjusweb.com/question-images/byjus/infinitestudent-images/ckeditor_assets/pictures/217070/content_capture.png" width="454px" alt="weight average method"/></p>
<p>That is, the contribute a greater or a lesser amount to the final grade. Finding the weighted average is different compared to finding the normal average of a data set. This is because the total will reflect that some of the bits of data hold more weight or significance than others. Spreadsheet software like Microsoft Excel and Google Sheets are powerful tools for calculating weighted averages efficiently.</p>
<h2>How to Calculate Weighted Average</h2>
<p>A mistake in giving weights can change the results, which could lead to wrong conclusions. To be sure of your accuracy, check the criteria for assigning weights again, and if you can, consult a peer or research paper writing help for validation. Thus, John rode his bike an average of 36.4 minutes per day over the 4 week period. About the data below, calculate, on average, how much an employer pays an employee an hour of work. Let us arrange the data in a table and use the decimal value as the weighing factor.</p>
<p>The first column indicates the time you spent traveling to school, which are 15 minutes, 20 minutes, 25 minutes, and 30 minutes. Once you have arranged your data, multiply each number by the correct weighing factor. Natural gas traders are often interested in the volume-adjusted <a href="https://turbo-tax.org/all-about-irs-tax-refund-accepted/">all about irs tax refund accepted</a> average price of gas in a particular region. Weighted averages provide a tailored solution for scenarios where certain data points hold more significance than others. However, there are other ways of calculating averages, some of which were mentioned earlier.</p>
<p>The weighted average method is mainly utilized to assign the average cost of production to a given product. It is commonly used when items within a business’s inventory are intertwined and it becomes difficult to assign a specific cost to any individual item. Finally, divide the sum of the weighted products by the sum of the weights to find weighted average.</p>
<ul>
<li>A normal average calculation would completely miss this detail or require more data to provide the same accurate look.</li>
<li>One can fall back on this method if they want to conduct voting or any process based on proportional representation.</li>
<li>Whether in finance, statistics, engineering, or manufacturing, weighted averages can be customized to suit specific needs and objectives.</li>
<li>The capital includes fixed assets, cash in hand, goods, brand value.</li>
<li>Weighted average has nothing to do with weight conversion, but people sometimes confuse these two concepts.</li>
</ul>
<p>This subjectivity can introduce bias into the analysis and undermine the reliability of the weighted average. When we calculate the average of a series of numbers, we get the mean value of the numbers. The weighted average of numbers is also similar to the average but we can measure it by the frequency of its occurrence. To find the average, we are dividing it by the total number of students in the class i.e, 100. In stock and accounting, the weighted average smoothes out the fluctuations in the market.</p>
<p>For example, when consider calculating a grade where homework accounts for $40%$ of the final score. If there are $20$ homework assignments in a semester, each assignment is not multiplied by $0.4$. Indeed, the assignments themselves may not all have the same weight because some assignments may be longer or shorter.</p>
<p>Remember to convert these percents to decimals before multiplying. In these cases, calculations also tend to be easier because the weights, when they are percents, will likely add up to $100%$, which is equal to $1$. Google Sheets provides similar functionality, where the same SUMPRODUCT formula can be used. Their accessibility and ease of use make them an excellent choice for anyone needing to perform weighted average calculation, from students to professionals. In education, weighted averages are fundamental for calculating students’ GPA, considering the credit hours and difficulty level of courses. The health sector utilizes them to average patient data, taking into account the severity or frequency of conditions.</p>
<p>Read on as we take a closer look in our in-depth guide on the weighted average. For each point, perform a multiplication by its corresponding weight. This step gives you a series of products that represent the weighted contribution of each value. The table below shows the frequency with which he rides a certain number of minutes in a given day over the course of 28 days.</p><p>The post <a href="https://realnet.ne.jp/weighted-average-formula-explanation-formulas-and/">Weighted Average Formula Explanation, Formulas and Solved Examples</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
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		<title>Retail Accounting 101: Simplifying Accounting For Retailers</title>
		<link>https://realnet.ne.jp/retail-accounting-101-simplifying-accounting-for/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=retail-accounting-101-simplifying-accounting-for</link>
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		<pubDate>Thu, 01 Aug 2024 09:07:10 +0000</pubDate>
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		<description><![CDATA[<p>Retail accounting helps you track the cost of goods sold and the cost of sales of your business. It’s a simple &#8230; </p>
<p class="link-more"><a href="https://realnet.ne.jp/retail-accounting-101-simplifying-accounting-for/" class="more-link"><span class="screen-reader-text">"Retail Accounting 101: Simplifying Accounting For Retailers" の</span>続きを読む</a></p>
<p>The post <a href="https://realnet.ne.jp/retail-accounting-101-simplifying-accounting-for/">Retail Accounting 101: Simplifying Accounting For Retailers</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/xacca-or-accounting-degree-whic-1.png.pagespeed.ic_.nrRZ4ZmRjF-min-1.png" width="255px" alt="what is retail accounting"/></p>
<p>Retail accounting helps you track the cost of goods sold and the cost of sales of your business. It’s a simpler way to track inventory allowing you to get an estimate of your inventory costs. FreshBooks is an  online accounting and invoicing tool built to make life easier for retail businesses. It can save you time by automating invoicing and tracking expenses, so your books stay clean. With simple tools and detailed reports, it gives retailers clear financial insights without the hassle. Xero is a cloud-based accounting software solution that also offers a convenient mobile app.</p>
<h2>Total cost (beginning inventory)</h2>
<div style='text-align:center'><iframe width='567' height='319' src='https://www.youtube.com/embed/_OnJZA47fFI' frameborder='0' alt='what is retail accounting' allowfullscreen></iframe></div>
<p>For example, if your business sells jewelry, you’ll assign a price to each item based on its material and details. With the FIFO method, the cost of goods sold would be $40 because this was the price you purchased the first bags of <a href="https://www.youtube.com/results?search_query=retained+earnings">retained earnings</a> chips. Your inventory value would be $70 since there were 10 bags left that you bought for $1 and 30 left that you bought for $2.</p>
<h2>Why Every Retail Business Needs Professional Accounting Services</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/full-300x200.jpg" width="258px" alt="what is retail accounting"/></p>
<p>This method tracks the individual cost of each item in your inventory, making it ideal for high-value goods like jewelry or electronics. However, it requires detailed record-keeping and can be time-consuming for businesses with a large volume <a href="https://www.bookstime.com/articles/retail-accounting">what is retail accounting</a> of inventory. Retail bookkeeping, on  the other hand, is the day-to-day process of recording these financial transactions. This can involve tasks like processing sales receipts, managing accounts payable and receivable, and generating financial reports. Before selecting a CPA, confirm that they specialize in retail accounting services.</p>
<h2>What can virtual CFO services do for your business?</h2>
<ul>
<li>But fear not—retail accounting software is here to help lighten the load.</li>
<li>A retail business owner has to understand that the numbers these methods provide will not be as accurate as a physical inventory count, but they will save time.</li>
<li>Doing so can save you time at the end of the year when you’re preparing tax statements, and it helps you keep track of your revenue and profits.</li>
<li>The FIFO method is especially useful for perishable items and is popular among food retailers because of its practical advantages.</li>
<li>If you have a retail store, you probably considered using retail accounting.</li>
<li>In this situation, you may want to use the weighted-average costing method by dividing the total cost of the dice by the total number of dice you purchased.</li>
</ul>
<p>In this article, we’ll provide a complete guide to retail account meaning, helping you clear up any confusion and giving you the tools you need to manage your inventory effectively. If you can’t keep track of every item on hand, you must make an assumption about which ones you sell first to calculate the cost of your inventory. Whichever you sell first is unknowable, but the assumption keeps your books consistent. In this case, 15 of the 50 dice you’ve sold would have cost 10 cents ($1.50), 25 of the dice cost 7 cents ($1.75) and 10 dice cost 5 cents ($0.50).</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/11/52ffcf3c-6bd5-45f2-a3aa-202012ce987c-300x225.jpg" width="255px" alt="what is retail accounting"/></p>
<h2>Is the retail method required?</h2>
<p>While the inventory costing and retail methods have their strengths, the choice between them depends on your business’s needs. The inventory costing method offers more precision, which is crucial for companies with significant price fluctuations. The retail method of valuing inventory only provides an approximation of inventory value since some items in a retail store will most likely have been shoplifted, broken, or misplaced. It assumes that the cost of each unit sold in a given period and left in ending inventory afterward is the weighted average cost of those you had available for sale during that time. For every period, retail stores need to know their beginning inventory, units sold, and the amount left on hand. Otherwise, they may struggle to meet expected demand without buying too many units and impacting their cash flow management.</p>
<ul>
<li>Charlene Rhinehart is a CPA , CFE, chair of an Illinois CPA Society committee, and has a degree in accounting and finance from DePaul University.</li>
<li>The LIFO (Last In, First Out) accounting method considers the last items purchased as the first ones sold, making it the opposite of the FIFO (First In, First Out) method.</li>
<li>Retail accounting helps you track the cost of goods sold and the cost of sales of your business.</li>
<li>You bought 30 dice at 5 cents apiece, then purchased a second order of 25 dice at 7 cents each and a last order of 15 dice at 10 cents each.</li>
<li>Keeping accurate records of your cash flow with this financial statement is crucial to keeping your company afloat.</li>
</ul>
<h2>Disadvantages of the Retail Inventory Method</h2>
<p>You bought 30 dice at 5 cents apiece, then purchased a second order of 25 dice at 7 cents each and a last order of 15 dice at 10 cents each. Only 20 are left at the time you track your inventory, and you’re not sure what cost to assign to the 50 dice you’ve sold. The retail method of accounting can be helpful for multi-location retailers because it allows for fast, consistent inventory tracking.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/free-accounting-software-1.jpg" width="257px" alt="what is retail accounting"/></p>
<h2>Use HashMicro’s Retail Accounting Software to Optimize your Inventory Cost</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/12/cde6e10a-263f-4c39-842b-fb703e30d1e9.jpg" width="257px" alt="what is retail accounting"/></p>
<p>We suggest you entrust system migration to professionals to minimize errors and quickly restore the functioning of your business. For example, say you buy three hundred units at $100, four hundred units at $115, and three hundred more at $110. The first group is 30% of your inventory, the second is 40%, and the third is 30%. As a result, the order in which you sell your inventory has a significant impact on its value at any given point.</p><p>The post <a href="https://realnet.ne.jp/retail-accounting-101-simplifying-accounting-for/">Retail Accounting 101: Simplifying Accounting For Retailers</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
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		<title>Journalizing Entries for Amortization Financial Accounting</title>
		<link>https://realnet.ne.jp/journalizing-entries-for-amortization-financial/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=journalizing-entries-for-amortization-financial</link>
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		<pubDate>Thu, 04 Jul 2024 16:31:10 +0000</pubDate>
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		<description><![CDATA[<p>For intangible assets, companies use the asset’s useful life to divide its cost over time, while for loans, th &#8230; </p>
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<p>The post <a href="https://realnet.ne.jp/journalizing-entries-for-amortization-financial/">Journalizing Entries for Amortization Financial Accounting</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://ecampusontario.pressbooks.pub/app/uploads/sites/1911/2021/09/gj8.png" width="459px" alt="which journal entry records the amortization of an expense"/></p>
<p>For intangible assets, companies use the asset’s useful life to divide its cost over time, while for loans, they use to number of periods for payments. Adjustment entries can also impact a business’s profitability by affecting the amount of revenue and expenses that are recorded in a particular accounting period. For example, if an adjustment entry is made to increase revenue, this will increase the business’s profitability for that period. Conversely, if an adjustment entry is made to increase expenses, this will decrease the business’s profitability for that period.</p>
<h2>Accounting for Intangible Assets: A Complete Guide on Amortization and Useful Life</h2>
<div style='text-align:center'><iframe width='561' height='313' src='https://www.youtube.com/embed/cMnMmLN_dYc' frameborder='0' alt='which journal entry records the amortization of an expense' allowfullscreen></iframe></div>
<p>Adjustment entries are not necessary under the cash basis of accounting, as all transactions are recorded when payment is made or received. Adjustment entries are an essential aspect of accounting that ensures financial statements are accurate and follow accounting principles. These entries are made at the end of an accounting period to adjust accounts and reflect any changes that have occurred during the period. However, you amortize intangible assets and depreciate tangible assets. Labeling amortization as the depreciation of intangible assets is incorrect.</p>
<h2>What is a Sales Journal? Example, Journal Entries, and Explained</h2>
<p>Ultimately, amortization is a useful accounting tool that enables businesses to record the cost of an intangible asset accurately and spread it out over its useful life. Accurately recording the amortization expense is crucial for maintaining accurate financial records and ensuring compliance with accounting standards. Here are some best practices to follow when recording amortization expense.</p>
<h2>Journal Entry for Accumulated Amortization</h2>
<ul>
<li>For loans, it helps companies reduce the loan amount with each payment.</li>
<li>Accounting software can be used to simplify the process of recording adjustment entries.</li>
<li>This means that it offsets the value of the intangible asset account on the balance sheet.</li>
</ul>
<p>Deferred revenue is revenue that has been received but not yet earned. To record deferred revenue, an adjusting entry is made to decrease the liability account and increase the corresponding revenue account. Accrued expenses are expenses that have been incurred but not yet paid. To record accrued expenses, an adjusting entry is made to increase the expense account and increase the corresponding liability account. In the income statement, adjustment entries are used to update the values of revenue and expenses. For example, if a company has recognized revenue that has not yet been earned, an adjustment entry is made to remove this revenue from the income statement.</p>
<h2>Amortization expense journal entry</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://s3.studylib.net/store/data/025247268_1-3137db40b65b34fd279ce6a7bf06f9aa.png" width="450px" alt="which journal entry records the amortization of an expense"/></p>
<p>Amortization expense is a crucial concept in accounting that pertains to the gradual allocation of costs over time. It primarily applies to intangible assets and long-term liabilities, such as patents, copyrights, goodwill, or loans. Adjustment entries are an important part of the accounting process that ensures financial statements are accurate and reflect the true financial position of a company. These entries are made at the end of an accounting period to update accounts that were not properly recorded during the period.</p>
<p>Understanding amortization is important for accountants and consumers alike. The calculation for amortization expense typically involves dividing the initial <a href="https://www.bookkeeping-reviews.com/what-is-the-journal-entry-to-record-amortization/">which journal entry records the amortization of an expense</a> cost or carrying value of the asset by its estimated useful life. This determines how much should be recognized as an expense in each reporting period.</p>
<p>So to find an amortization expense, simply divide the asset’s value by its lifespan. Before learning how to account for intangible assets, you need to understand what intangible assets are. Straight-line amortization is a simple way of managing debt and ensures a company makes regular payments, making it easier to budget and plan for the repayment of the loan. It is often used to manage large loans, such as mortgages, that need to be paid off over a long period of time. Amortization is the process of allocating the cost of an intangible asset over a period of time. It is a systematic process of reducing the value of an intangible asset with periodic charges to income.</p>
<p>The goodwill impairment test is an annual test performed to weed out worthless goodwill. During the loan period, only a small portion of the principal sum is amortized. So, at the end of the loan period, the final, huge balloon payment is made. This method is usually used when a business plans to recognize an expense early on to lower profitability and, in turn, defer taxes. Another common circumstance is when the asset is utilized faster in the initial years of its useful life. This method, also known as the reducing balance method, applies an amortization rate on the remaining book value to calculate the declining value of expenses.</p>
<p>This can happen when estimates are not updated or when they are based on incorrect assumptions. To avoid this mistake, it is important to review and update estimates regularly. One of the most common mistakes is making incorrect accounting entries.</p><p>The post <a href="https://realnet.ne.jp/journalizing-entries-for-amortization-financial/">Journalizing Entries for Amortization Financial Accounting</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
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		<title>7 3: Methods Under a Periodic Inventory System Business LibreTexts</title>
		<link>https://realnet.ne.jp/7-3-methods-under-a-periodic-inventory-system/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=7-3-methods-under-a-periodic-inventory-system</link>
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		<pubDate>Thu, 17 Aug 2023 14:40:31 +0000</pubDate>
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		<description><![CDATA[<p>The remaining 50 items must be assigned to the higher price, the $15.00. Leveraging demand forecasting capabil &#8230; </p>
<p class="link-more"><a href="https://realnet.ne.jp/7-3-methods-under-a-periodic-inventory-system/" class="more-link"><span class="screen-reader-text">"7 3: Methods Under a Periodic Inventory System Business LibreTexts" の</span>続きを読む</a></p>
<p>The post <a href="https://realnet.ne.jp/7-3-methods-under-a-periodic-inventory-system/">7 3: Methods Under a Periodic Inventory System Business LibreTexts</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="http://image1.slideserve.com/1535062/periodic-inventory-system-n.jpg" width="453px" alt="fifo periodic inventory method"/></p>
<p>The remaining 50 items must be assigned to the higher price, the $15.00. Leveraging demand forecasting capabilities, you can gain insight into your changing inventory needs while also minimizing excess stock issues and obsolescence problems. Adopting a proactive FIFO approach supported by technologies and automation tools can help you enhance overall supply chain efficiency, resulting in improved customer satisfaction and cost savings.</p>
<h2>FAQs About FIFO Method</h2>
<ul>
<li>Under first-in, first-out method, the ending balance of inventory represents the most recent costs incurred to purchase merchandise or materials.</li>
<li>Establish actionable and repeatable processes so your team can accurately and quickly identify older inventory items, understand expiration dates, and prioritize shipping based on FIFO standards.</li>
<li>Without precise records, it’s impossible to correctly apply FIFO principles, which can lead to errors in financial reporting and inventory valuation.</li>
<li>The 220 lamps Lee has not yet sold would still be considered inventory, and their value would be based on the prices not yet used in the calculation.</li>
<li>Yes, FIFO is still a common inventory accounting method for many businesses.</li>
</ul>
<p>A separate perpetual inventory card is prepared for each inventory item. This card has separate columns to record purchases, sales and balance of inventory in both units and dollars. The quantity and dollar information in these columns are updated in real time i.e., after each purchase and each sale. At any point in time, the perpetual inventory card can, therefore, provide information about purchases, cost of sales and the balance in inventory to date.</p>
<h2>FIFO: Periodic Vs. Perpetual</h2>
<p>If we apply the FIFO method in the above example, we will assume that the calculator unit that is first acquired&nbsp;(first-in)&nbsp;by the business for $3 will be issued first&nbsp;(first-out)&nbsp;to its customers. By the same assumption, the ending inventory value will be the cost of the most recent purchase ($4). FIFO, preferred under IFRS, showcases a stronger financial position by reporting lower COGS and thus higher net income, beneficial during inflation. Enhancing investor and lender perceptions by reflecting current market prices in inventory valuation may be most desirable in industries where asset valuation impacts financial health.</p>
<div style='text-align:center'><iframe width='563' height='312' src='https://www.youtube.com/embed/mIRKplM6HzE' frameborder='0' alt='fifo periodic inventory method' allowfullscreen></iframe></div>
<h2>How Is the FIFO Method Calculated?</h2>
<p>By assuming older stock is sold first, FIFO ensures the balance sheet reflects more recent purchase prices in inventory valuation. This offers a more precise valuation of current stock levels and enhances the accuracy of financial ratios and forecasts. It also aids in better inventory management by helping businesses make more informed decisions about restocking, pricing, and product lifecycle management. According to a report in The Wall Street Journal, 55% of S&amp;P 500 companies use FIFO as their primary inventory method. While it’s useful to have a basic understanding of how to use the FIFO inventory method, we strongly recommend using accounting software like QuickBooks Online Plus. It’ll do all of the tedious calculations for you in the background automatically in real time.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://cdn.educba.com/academy/wp-content/uploads/2019/05/FIFO-Method-a2.png" width="450px" alt="fifo periodic inventory method"/></p>
<p>This can happen when product costs rise and those later numbers are used in the cost of goods calculation, instead of the actual costs. One disadvantage of using FIFO is the increased risk of inventory obsolescence, especially if you manage rapidly changing or seasonal products. This is because FIFO prioritizes the sale of older inventory items before newer ones, which could lead to potential losses if more in-demand products don&#8217;t sell. Many businesses use FIFO, but it’s especially important for companies that sell perishable goods or goods that are subject to declining value. This includes food production companies as well as companies like clothing retailers or technology product retailers whose inventory value depends upon trends.</p>
<p>Now, let’s assume that the store becomes more confident in the popularity of these shirts from the sales at other stores and decides, right before its grand opening, to purchase an additional 50 shirts. The price on those shirts has increased to $6 per shirt, creating another $300 of inventory for the additional 50 shirts. This brings the total of shirts to 150 and total inventory cost to $800. Inventory is typically considered an asset, so your business will be responsible for calculating the cost of goods sold at the end of every month.</p>
<p>The price of the first 10 items bought as inventory is added together if 10 units of inventory were sold. The cost of these 10 items may differ depending on the valuation method chosen. There are balance sheet implications between these two valuation methods. More expensive inventory items are usually sold under LIFO so the more expensive inventory items are kept as inventory on the balance sheet under FIFO.</p>
<p>If you want to understand its use in a periodic inventory system, read “first-in, first-out (FIFO) method in periodic inventory system” article. It is also the most accurate method of aligning the expected cost flow with the actual flow of goods which offers businesses a truer picture of inventory costs. Businesses using the LIFO method will record the most recent inventory costs first, which impacts taxes if the cost of goods in the current economic conditions <a href="https://www.quick-bookkeeping.net/adjusting-entries-always-include/">adjusting entries always include</a> are higher and sales are down. This means that LIFO could enable businesses to pay less income tax than they likely should be paying, which the FIFO method does a better job of calculating. It makes sense in some industries because of the nature and movement speed of their inventory (such as the auto industry), so businesses in the U.S. can use the LIFO method if they fill out Form 970. FIFO is calculated by adding the cost of the earliest inventory items sold.</p>
<p>Under FIFO, inventory stock tends to be closely aligned with current market costs. In LIFO, however, balance sheet results may underrepresent the current value of inventory if prices have risen. FIFO helps businesses align the physical flow of goods with their representation on financial statements. The controller uses the information in the above table and the FIFO inventory method&nbsp;formula to calculate the cost of goods sold for December and the inventory balance as of the end of December. In such cases, you may want to explore other options such as the LIFO method (last-in first-out) and average cost methods.</p>
<p>Assume a company purchased 100 items for $10 each and then purchased 100 more items for $15 each. The COGS for each of the 60 items is $10/unit under the FIFO method because the first goods purchased are the first goods sold. Of the 140 remaining items in inventory, the value of 40 items is $10/unit and the value of 100 items is $15/unit because the inventory is assigned the most recent cost under the FIFO method. When properly implemented, FIFO helps companies streamline their inventory processes, enhance decision-making, and maintain clear financial records.</p><p>The post <a href="https://realnet.ne.jp/7-3-methods-under-a-periodic-inventory-system/">7 3: Methods Under a Periodic Inventory System Business LibreTexts</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
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		<title>Sales Invoices: What They Are &#038; How to Make One + Examples</title>
		<link>https://realnet.ne.jp/sales-invoices-what-they-are-how-to-make-one/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=sales-invoices-what-they-are-how-to-make-one</link>
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		<pubDate>Wed, 26 Jul 2023 18:20:27 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>The process of issuing and managing sales invoices begins with the creation of the invoice. The seller generat &#8230; </p>
<p class="link-more"><a href="https://realnet.ne.jp/sales-invoices-what-they-are-how-to-make-one/" class="more-link"><span class="screen-reader-text">"Sales Invoices: What They Are &#038; How to Make One + Examples" の</span>続きを読む</a></p>
<p>The post <a href="https://realnet.ne.jp/sales-invoices-what-they-are-how-to-make-one/">Sales Invoices: What They Are & How to Make One + Examples</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
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width="250px" alt="sales invoice"/></p>
<p><p>The process of issuing and managing sales invoices begins with the creation of the invoice. The seller generates the sales invoice using accounting software, an invoicing system, or manually. Retailers, wholesalers, and e-commerce businesses in the US selling physical products use sales invoices for effective inventory management. Thus, it helps you know the amount of stock you have on hand <a href="http://aquariumlib.ru/news/item/f00/s01/n0000163/index.shtml">http://aquariumlib.ru/news/item/f00/s01/n0000163/index.shtml</a> to complete the orders. With such information, you can create marketing strategies for holiday sales and seasonal promotions.</p>
</p>
<p><p>Then, when you select the items from the drop-down list, the Item # and Unit Price will be included automatically. Discuss payment methods early in the sales process to find one that works for both parties. Send a late invoice payment reminder as soon as <a href="https://spydevices.ru/topics/business/">https://spydevices.ru/topics/business/</a> the sales invoice becomes overdue, either via email or via phone call.</p>
</p>
<p><h2>Comprehensive Guide to Sales Invoices: Creation, Management, and Importance</h2>
</p>
<p><p>To ensure timely payment, invoices should reach the buyers promptly. Some small businesses have also started using invoicing software that enables them to track when an invoice is viewed. Sales invoices act as legal proof of a specific transaction between the buyer and seller. They document everything, like what was sold, to whom, and on what terms.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="sales invoice"/></p>
<p><h2>Payment Terms</h2>
</p>
<p><p>Also known as a standard invoice, a sales invoice documents the sale of goods or services and the expected payment amount, due date, and terms. Businesses in various industries use this versatile formal request for payment, and the sales invoice is the most basic form of invoicing. An invoice is a formal document that itemizes and records a transaction between a vendor and a buyer. Businesses use invoices to ensure they receive timely payments in full. Helping your customers select the product or service that is right for them takes a lot of experience and skill. These customizable, free invoice templates help keep you focused on your customers, instead of creating invoices.</p>
</p>
<p><h2>Streamline Sales Invoicing Process for Small Businesses: Tips for Optimizing Invoice Management</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="sales invoice"/></p>
<p><p>Learn how to create a PERT chart in five simple steps and how it compares to Gantt charts so you can manage complex <a href="https://crypto-coin-casinos.com/zh/">https://crypto-coin-casinos.com/zh/</a> projects and handle uncertain timelines. Learn the 21 essential KPIs to track, from customer acquisition to brand sentiment. Use clear designs, be prompt and prioritize convenience to improve the buyers’ experience.</p>
</p>
<p><div style='text-align:center'><iframe width='569' height='314' src='https://www.youtube.com/embed/5MevyikyT9I' frameborder='0' alt='sales invoice' allowfullscreen></iframe></div>
</p>
<p><p>Add your customer’s name and address, along with a primary point of contact to record who you were dealing with. Learn how to set your sales team up for success with key strategies  and training. Connect GTM Partners with the resources and solutions they need to reach potential customers. See firsthand the sales automation tool that has helped thousands of sales reps double their revenue. Most Excel or Word templates will also work with Google Docs or Google Sheets. In many companies, POs are required to be submitted for approval internally as part of the budgeting process or business plans.</p>
</p>
<p><p>Give each invoice you send a unique number so they’re easier to track down later. Include the name and address of your business, including the contact information of someone in the accounting department or the point person if you don’t have a dedicated accountant. Customers want to see and understand the breakdown of what they owe and so does your accounting department.</p>
</p>
<p><p>To make sure you get paid on time, it’s important to make sure the correct information is present on every invoice. Since it’s a legally binding document, you do not want to make any mistakes during the invoice process. Here’s a checklist of basic information to include on any invoice you send out.</p>
</p>
<ul>
<li>From materials to labor, get paid for your hard work with the construction invoice template that keeps your payments on track.</li>
<li>A proof of payment receipt is issued after the customer pays that invoice.</li>
<li>Retailers, wholesalers, and e-commerce businesses in the US selling physical products use sales invoices for effective inventory management.</li>
<li>This can save time for buyers who make multiple purchases over time.</li>
<li>It could be an exact date, i.e., “Payment Due October 31, 2018” or “Payment Due Upon Receipt.” Most sales invoices include a delivery date as well.</li>
<li>This practice gives you a record of when sales were made, and the payment due date is often calculated from the invoicing date if you’re offering extended payment terms.</li>
</ul>
<p><h2>Ensure Payment</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="sales invoice"/></p>
<p><p>After you send the invoice, check that the customer has received it. This way, you can sort out any delivery hiccups early rather than uncovering an issue close to or after the payment deadline. Do what you can to send invoices directly to the person that will process the invoice. This isn’t always possible, but a direct line works to reduce email traffic, minimize the chances of your invoice getting lost in  the shuffle and ultimately get you paid sooner. Always copy your primary contact into the correspondence to keep them updated. They give suppliers time to organize their inventories and prepare for delivery.</p>
</p>
<p><h2>Maintains accurate financial bookkeeping for detailed records</h2>
</p>
<p><p>Not only will you get paid sooner, but you’ll build strong customer relationships that last. While it’s on your customer to process your invoice promptly, there are steps you can take to encourage swift action. A sales order will contain the same information as the purchase order, although the details may differ. For example, if the vendor can’t meet the desired delivery date, they can propose a new one and update it in the sales order.</p>
</p>
<p><h2>Step – 2: Send the invoice</h2>
</p>
<p><p>This template is ready to send to your clients after you edit the product or service details, add contact information, and customize it with your brand name and logo. A pro-forma invoice, also known as an estimate, is sent by the seller to the customer before providing goods or services. This invoice showcases the expected amount a customer will have to pay after the goods or services are rendered. Sometimes this invoice might have to be altered after the project’s completion to accurately reflect the hours worked.</p></p><p>The post <a href="https://realnet.ne.jp/sales-invoices-what-they-are-how-to-make-one/">Sales Invoices: What They Are & How to Make One + Examples</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
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		</item>
			<item>
		<title>Key Benefits of Outsourcing your Accounting &#038; Bookkeeping</title>
		<link>https://realnet.ne.jp/key-benefits-of-outsourcing-your-accounting/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=key-benefits-of-outsourcing-your-accounting</link>
		<comments>https://realnet.ne.jp/key-benefits-of-outsourcing-your-accounting/#respond</comments>
		<pubDate>Thu, 22 Jun 2023 11:28:44 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>This can be costly and complex, especially if you the ultimate guide to construction accounting don’t have leg &#8230; </p>
<p class="link-more"><a href="https://realnet.ne.jp/key-benefits-of-outsourcing-your-accounting/" class="more-link"><span class="screen-reader-text">"Key Benefits of Outsourcing your Accounting &#038; Bookkeeping" の</span>続きを読む</a></p>
<p>The post <a href="https://realnet.ne.jp/key-benefits-of-outsourcing-your-accounting/">Key Benefits of Outsourcing your Accounting & Bookkeeping</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
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" width="602px" alt="benefits of outsourcing bookkeeping"/></p>
<p><p>This can be costly and complex, especially if you <a href="https://www.kelleysbookkeeping.com/the-ultimate-guide-to-construction-accounting/">the ultimate guide to construction accounting</a> don’t have legal entities in those countries. By partnering with Solvo, companies can expect to save up to 60% annually on their bookkeeping costs. Outsourced bookkeeping offers the flexibility to easily adjust your services to accommodate growth and adapt to changing needs. Outsourced bookkeeping is a cost-effective way to streamline your business’s financial record-keeping.</p>
</p>
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" width="604px" alt="benefits of outsourcing bookkeeping"/></p>
<p><p>Outsourcing specific  tasks, such as payroll processing or accounts payable, allows companies to maintain control over their financial operations while benefiting from specialized expertise. This approach can be particularly useful for organizations that have unique requirements or want to retain some level of in-house management. Outsourcing bookkeeping services offers businesses the advantage of accessing specialized expertise without the need for in-house staff. Professional bookkeeping firms employ skilled accountants who are well-versed in the latest regulations and technologies, ensuring that your financial records are accurate and compliant. When outsourcing bookkeeping work, it is crucial to ensure that your partners implement robust data security measures. Look for partners who utilize encryption technologies to protect sensitive financial data both in transit and at rest.</p>
</p>
<p><h2>Free Course: Understanding Financial Statements</h2>
</p>
<ol>
<li>Outsourcing frees up valuable time that would otherwise be spent managing books, allowing you to devote more time to strategic tasks and growth initiatives.</li>
<li>While most small businesses don’t need to hire an accounting professional full time, that doesn’t mean you should do it yourself.</li>
<li>The main benefits of such an approach include meeting with the bookkeeper face to face, using physical records, and relying less on online payment and banking systems.</li>
<li>This will help minimize the potential for data misuse, keep your data secure, and ensure you’re compliant with any relevant data protection laws in your region.</li>
</ol>
<p><p>Suppose you have decided against outsourced accounting and have opted to tackle the financial responsibilities of your small business yourself. QuickBooks offers cloud accounting to make the process of recording and creating financial documents easier. Well, if you choose to outsource your small business accounting, <a href="https://www.personal-accounting.org/indian-military-academy-wikipedia/">indian military academy wikipedia</a> then there are a few things you should consider before handing over critical financial statements to an outside entity.</p>
</p>
<p><h2>C. Internal controls: Compliance with legal and regulatory requirements</h2>
</p>
<p><p>One common conflict occurs when the outsourced bookkeeping provider has clients in the same industry as the business. This situation can lead to concerns about confidentiality and the sharing of sensitive information. To address this, companies should conduct thorough due diligence and establish clear confidentiality agreements to protect their proprietary data. Additionally, experienced providers typically have a robust network and resources at their disposal. This can lead to better compliance with changing regulations and access to advanced bookkeeping technologies. Ultimately, choosing a provider with a solid track record can significantly impact the success of your outsourcing strategy.</p>
</p>
<p><h2>How local bookkeeping works</h2>
</p>
<p><div style='text-align:center'><iframe width='567' height='316' src='https://www.youtube.com/embed/z7ga_Fi0sFo' frameborder='0' alt='benefits of outsourcing bookkeeping' allowfullscreen></iframe></div>
</p>
<p><p>Bookkeepers play a vital role in business operations, ensuring accurate and detailed financial records. As part of the accounting team, they handle various administrative tasks, from creating balance sheets to preparing for tax season and ensuring compliance with financial regulations. An accounting firm is filled with highly educated and professional bookkeepers and accountants who will produce reports that are detailed and accurate. This will make sure you fulfil your legal requirements regarding taxes and will also ensure you have a good grasp on  the overall financial health of your business at any given time.</p>
</p>
<p><p>This ensures that unauthorized individuals cannot access your information during transmission or storage. One of the primary advantages of outsourcing is the ability to access specialized expertise. External bookkeepers often have extensive experience and knowledge of accounting software, tax regulations, and best practices in financial management. This expertise can lead to improved accuracy and efficiency in handling financial records.</p>
</p>
<p><p>They ensure the timely collection of <a href="https://www.intuit-payroll.org/how-to-complete-a-schedule-d-form/">how to complete a schedule d form</a> payments from your customers for products or services sold (AR), and management of the money you owe to vendors (AP). In this article, we’ll explain what exactly outsourced accounting is, what it covers, and how it can help your company. We’ll also give you some key tips and insights into finding a provider and ensuring the process goes smoothly. Yes, external accountants can see the “big picture” outside of your focused scope, helping you spot red flags or notify you about an incoming issue you may not have realised.</p>
</p>
<p><div style='text-align:center'><iframe width='566' height='319' src='https://www.youtube.com/embed/xPlYXFLvAuI' frameborder='0' alt='benefits of outsourcing bookkeeping' allowfullscreen></iframe></div></p><p>The post <a href="https://realnet.ne.jp/key-benefits-of-outsourcing-your-accounting/">Key Benefits of Outsourcing your Accounting & Bookkeeping</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
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			<item>
		<title>Cash disbursements journal explanation, format and example</title>
		<link>https://realnet.ne.jp/cash-disbursements-journal-explanation-format-and/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=cash-disbursements-journal-explanation-format-and</link>
		<comments>https://realnet.ne.jp/cash-disbursements-journal-explanation-format-and/#respond</comments>
		<pubDate>Wed, 05 Apr 2023 16:54:38 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://realnet.ne.jp/?p=3089</guid>
		<description><![CDATA[<p>Each transaction gets submitted as a disbursements journal entry before being posted to the general ledger or  &#8230; </p>
<p class="link-more"><a href="https://realnet.ne.jp/cash-disbursements-journal-explanation-format-and/" class="more-link"><span class="screen-reader-text">"Cash disbursements journal explanation, format and example" の</span>続きを読む</a></p>
<p>The post <a href="https://realnet.ne.jp/cash-disbursements-journal-explanation-format-and/">Cash disbursements journal explanation, format and example</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
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" width="601px" alt="cash disbursement journal example"/></p>
<p><p>Each transaction gets submitted as a disbursements journal entry before being posted to the general ledger or accounts payable ledger. Consider the following example for a better understanding of how entries in a cash disbursement journal are made and how the posting to accounts payable subsidiary ledger and general ledger is performed. Regardless of the type of company, a business owner needs to use a cash disbursement journal any time cash is disbursed to keep a record of where money is being spent.</p>
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<p><p>Some businesses simply have one column to record the cash amount whereas others need additional columns for accounts payable, discounts received, cash purchases etc. The cash disbursement journal should always have an ‘other’ column to record amounts which do not fit into any of the main categories. At the end of each accounting period (usually monthly), the cash disbursement journal column totals are used to update the general ledger accounts. As the business is using subsidiary ledger control accounts in the general ledger, the postings are part of the double entry bookkeeping <a href="https://accounting-services.net/cash-disbursement-journal-definition-and-format/">cash disbursement journal example</a> system.</p>
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<p><div style='text-align:center'><iframe width='566' height='315' src='https://www.youtube.com/embed/uGR4qtAq4-A' frameborder='0' alt='cash disbursement journal example' allowfullscreen></iframe></div>
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<p><p>When posting to the accounts payable ledger, a reference to the relevant page of the&nbsp;journal would be included. The cash disbursement journal (also known as the cash payments journal) is a special journal that is used by a business to manage all cash outflows. In other words, a cash disbursement journal  is used to record any transaction that includes a credit to cash. All cash inflows are recorded in another journal known as the cash receipts journal. The cash payment type columns will depend on the nature of business.</p>
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<p><h2>Company</h2>
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<ol>
<li>In the above example, 550 is posted to the ledger account of supplier A, and 350 to supplier C.</li>
<li>Shaun Conrad is a Certified Public Accountant and CPA exam expert with a passion for teaching.</li>
<li>Read on to get a closer look at recording cash disbursements in your books.</li>
<li>Regardless of the type of company, a business owner needs to use a cash disbursement journal any time cash is disbursed to keep a record of where money is being spent.</li>
<li>In other words, management can look through the cash disbursements journal and see what ratio of cash is being spend on inventory compared to the amount of cash being spent on paying other bills.</li>
<li>Keep in mind that cash disbursements are just one half of the coin.</li>
</ol>
<p><p>A cash disbursement journal  documents the payments made by a business. Entries are made at the time of each transaction, adhering to a chronological sequence. Consequently, it maintains an organized record of cash outflows, enabling the accounts department to monitor these financial transactions effectively. Many entrepreneurs start out their small business spending and receiving cash payments.</p>
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<p><img decoding="async" 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" width="607px" alt="cash disbursement journal example"/></p>
<p><p>Creating any type of accounting journal can be as simple or complex as you want you to make it. The more details you add to each payment journal entry, the better understanding you’ll have of your cash outflows. This is a very simplistic example but would show how transactions are recorded. Both the cash amount has to be recorded under the cash credit account and the same amount has to be debited from a corresponding account. Depending on the type, that account could be an inventory account or any other traditional balance sheet account.</p>
</p>
<p><p>Here is a comparative study of the pros and cons of a cash payments journal. A cash disbursement journal is a method of recording all cash flows for your business. Use the information from your cash disbursement journal to update your other records.</p>
</p>
<p><p>At the end of each month, Brian conducts a thorough reconciliation of the journal&#8217;s entries. Apart from this, cash payment journals also play an essential role in auditing. Maintaining a primary record and supporting documents like receipts, bank statements, etc., will help the auditor understand the transactions. Also, it will help quickly detect employee fraud or misappropriation of money. A cash disbursement journal refers to a financial record maintained by an organization&#8217;s accountants containing the details of all expenditures paid by the firm.</p>
</p>
<p><p>To use a cash payment journal, businesses must first set up the journal in their accounting software. Once the journal is set up, businesses will enter each cash payment into the journal as it occurs. The journal can then be used to generate reports on spending and to track outgoing cash flow.</p>
</p>
<p><div style='text-align:center'><iframe width='568' height='317' src='https://www.youtube.com/embed/M_YZADcpyYw' frameborder='0' alt='cash disbursement journal example' allowfullscreen></iframe></div></p><p>The post <a href="https://realnet.ne.jp/cash-disbursements-journal-explanation-format-and/">Cash disbursements journal explanation, format and example</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
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		</item>
			<item>
		<title>What is the difference between notes payable and notes receivable?</title>
		<link>https://realnet.ne.jp/what-is-the-difference-between-notes-payable-and/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=what-is-the-difference-between-notes-payable-and</link>
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		<pubDate>Wed, 21 Dec 2022 08:23:37 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>The accounts receivable turnover is a ratio that measures the number of times your business collects its avera &#8230; </p>
<p class="link-more"><a href="https://realnet.ne.jp/what-is-the-difference-between-notes-payable-and/" class="more-link"><span class="screen-reader-text">"What is the difference between notes payable and notes receivable?" の</span>続きを読む</a></p>
<p>The post <a href="https://realnet.ne.jp/what-is-the-difference-between-notes-payable-and/">What is the difference between notes payable and notes receivable?</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
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<p>The accounts receivable turnover is a ratio that measures the number of times your business collects its average accounts receivable over a specific period. It can also be the case that Lewis Publishers does not make the payment within 45 days. In such a case, Ace Paper Mill would either reach out to Lewis Publishers for payment or hire a collection agency to collect the accounts receivable. Company B now makes its journal entry $500,000 under Notes Receivable. The interest accrued at the year’s end is recorded in the journal and upon payment of the ending note balance, company B will again journal the collection.</p>
<h2>Notes Receivable in the Balance Sheet</h2>
<p>The guarantee provision makes the note receivable easier to collect than a standard account receivable. When a note receivable originates from an overdue receivable, the payment tends <a href="https://turbo-tax.org/how-to-obtain-a-copy-of-your-tax-return/">how to obtain a copy of your tax return</a> to be relatively short &#8211; typically less than one year. The examples provided account for collection of the note in full on the maturity date, which is considered an honored note.</p>
<h2>What is a Note Receivable?</h2>
<p>Notes represent a signed agreement clearly spelling out the borrower’s obligation to repay principal and interest. PwC refers to the US member firm or one of its subsidiaries or affiliates, and may sometimes refer to the PwC network. This content is for general information purposes only, and should not be used as a substitute for consultation with professional advisors. If the commitment is subsequently exercised during the commitment period, the remaining unamortized commitment fee at the time of exercise shall be recognized over the life of the loan as an adjustment of yield. The term remote is used here, consistent with its use in Topic 450, to mean that the likelihood is slight that a loan commitment will be exercised before its expiration.</p>
<h2>Risk of Bad Debts</h2>
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<p>As a seller, you must be careful when extending trade credit to your customers, as you run the risk of non-payments attached to accounts receivables. The customers who may not pay for the goods sold to them are then recorded as bad debts in the books of accounts. Now, you record the money that your customers owe to you as accounts receivable in your books of accounts, which are one of the important current assets of your business. The examples provided account for collection of the note in fullon the maturity date, which is considered an honored note.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://cdn.educba.com/academy/wp-content/uploads/2021/01/Difference-between-accounts-payable-and-accounts-receivable-768x432.jpg" width="457px" alt="difference between notes receivable and accounts receivable"/></p>
<p>The amortized discount is added to the note&#8217;s carrying value each year, thereby increasing its carrying amount until it reaches its maturity value of $10,000. As a result, the carrying amount at the end of each period is always equal to the present value of the note&#8217;s remaining cash flows discounted at the 12% market rate. This is consistent with the accounting standards for the subsequent measurement of long-term notes receivable at amortized cost. It is common knowledge that money deposited in a savings account will earn interest, or money borrowed from a bank will accrue interest payable to the bank. The present value of a note receivable is therefore the amount that you would need to deposit today, at a given rate of interest, which will result in a specified future amount at maturity.</p>
<h2>Accounts receivable example and journal entry</h2>
<p>For instance, if a customer has purchased $3,000 worth of goods on credit, this amount is logged under AR, indicating future income expected from that customer. Accounts payable (AP) appears as a liability on the balance sheet, representing the money a business owes to its suppliers. For example, a retail business owes $5,000 to a supplier for recent inventory purchases. This section reflects the company’s obligations to make future payments. The discount or premium resulting from the determination of present value in cash or noncash transactions is not an asset or liability separable from the note that gives rise to it.</p>
<ul>
<li>When Lewis Publishers makes the payment of $200,000, Ace Paper Mill will increase the Cash Account by $200,000 and reduce Debtors or Accounts Receivable Account by $200,000.</li>
<li>In many ways, accounts payable is the opposite of accounts receivable.</li>
<li>The difference between accounts receivable and accounts payable becomes clear when looking at the types of transactions they cover.</li>
<li>As per the above journal entry, debiting the Cash Account by $200,000 means an increase in Cash Account by the same amount.</li>
<li>For example, businesses that collect payments over a period of months may have a larger dollar amount of receivables in the older categories.</li>
<li>You should classify a note receivable in the balance sheet as a current asset if it is due within 12 months or as non-current (i.e., long-term) if it is due in more than 12 months.</li>
</ul>
<p>Thus, both accounts receivable and sales account would increase by $200,000. The notes receivable is an asset whose category depends on the term of issuance. It is classified as a current asset if the note receivable is issued for less than a year. In case it is used for a longer period, the portion of the amount that is received within that year is classified as a current asset and the rest is classified as a non-current asset. Also, notes receivable are transferable i.e. its ownership can be transferred and the new bearer shall have the claim to note post the ownership transfer. Another opportunity for a company to issue a notes receivable iswhen one business tries to acquire another.</p>
<p>It is the business strategy which can increase sale and build a good relationship with customers. The customers have obligation to pay the accounts receivable on the due date. It will become legal evidence in the court if one party does not comply. Note receivable is recorded separately from accounts receivable on the balance sheet. It is classified as current assets or noncurrent assets depend on the term on a promissory note.</p><p>The post <a href="https://realnet.ne.jp/what-is-the-difference-between-notes-payable-and/">What is the difference between notes payable and notes receivable?</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
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		<title>Sales Returns and Allowances Recording Returns in Your Books</title>
		<link>https://realnet.ne.jp/sales-returns-and-allowances-recording-returns-in/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=sales-returns-and-allowances-recording-returns-in</link>
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		<pubDate>Wed, 15 Jun 2022 09:11:34 +0000</pubDate>
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				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>In the accounting general ledger, the credit balances of the contra purchase expense accounts reduce and offse &#8230; </p>
<p class="link-more"><a href="https://realnet.ne.jp/sales-returns-and-allowances-recording-returns-in/" class="more-link"><span class="screen-reader-text">"Sales Returns and Allowances Recording Returns in Your Books" の</span>続きを読む</a></p>
<p>The post <a href="https://realnet.ne.jp/sales-returns-and-allowances-recording-returns-in/">Sales Returns and Allowances Recording Returns in Your Books</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
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<p>In the accounting general ledger, the credit balances of the contra purchase expense accounts reduce and offset the usual debit balances reported in the standard purchase expense accounts. But if you don’t know how to account for a return with a purchase returns and allowances journal entry, your books will be inaccurate. To have an up-to-date inventory report helps companies to run their accounting and logistics departments without hassle.</p>
<h2>What is your current financial priority?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.zetran.com/wp-content/uploads/2021/11/Goods-returned-and-exist-outstanding-receivables-1024x441.png" width="459px" alt="purchase return and allowances journal entry"/></p>
<p>When a company receives the goods it ordered, it will record it as a purchase. The purchase account is an expense account that goes directly into a company’s cost of goods sold. Sometimes, however, goods received may also contain products that don’t meet a company’s requirements. Items returned can be damaged or unsellable per company policy, or they returns and allowances account is a ledger account that tracks all returns, discounts, allowances, price adjustments, etc. Made on purchases for later use as deferrals against cost of goods sold or deductions from income tax expense.</p>
<h2>Purchase returns for when a customer paid cash</h2>
<p>Let us understand the importance of passing the goods purchase return journal entries from the company’s point of view. The purchase returns and allowances is a temporary account which its normal balance is on the credit side. The balances of this account will offset with the purchase account and be cleared to zero when the company closes the account entries at the end of the period. When presenting the purchases figure in the financial statements, companies must account for purchase returns and allowances. Companies report these accounts as a reduction in the purchases to figure to reach net purchases.</p>
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<h2>Sales returns and allowances journal</h2>
<p>Passing these journal entries helps companies determine the exact stock in their inventory by reducing the returns from their suppliers. The corresponding accounts are credited with the amounts debited to balance the entries. The entries are based on cash or on credit as the respective accounts have to be credited back due to the return. Purchase return is a transaction where the purchaser is not satisfied and returns goods for some reason, such as goods are defective, damaged, inferior quality, or in wrong specifications, etc. Likewise, the company will need to account for the goods that are returned back to its suppliers with the proper journal entry of purchase return.</p>
<p>Both returns and allowances reduce the buyer’s debt to the seller (accounts payable) and decrease the cost of the goods purchased (inventory). Purchase returns and allowances is an account that is paired with and offsets the purchases account in a periodic inventory system. The <a href="https://turbo-tax.org/best-tax-software-for-expatriates-in-2021/">best tax software for expatriates in 2021</a> account contains deductions from purchases for items returned to suppliers, as well as deductions allowed by suppliers for goods that are not returned. This contra account reduces the total amount of purchases made, which therefore also reduces the ending inventory balance.</p>
<h2>Journal Entry for Purchase Returns (Returns Outward)</h2>
<p>The purchase returns and allowances journal is used by the accounting department to record all returns and allowances made on purchases. These records are then posted into the General Ledger, where they become part of an overall return and allowance account that can be used to offset inventory purchases. Entries from the purchase returns and allowances journal are posted to the accounts payable subsidiary ledger and general ledger. There are two approaches for making journal entries of transactions related to sales returns and allowances. A company may choose any approach depending on its volume of returns and allowances transactions during the year.</p>
<p>Any entry relating to the return of merchandise purchased for cash is recorded in a cash receipts journal. A purchase return occurs when a buyer returns merchandise to a seller. When a buyer receives a reduction in the price of goods shipped but does not return the merchandise, a purchase allowance results. To illustrate the periodic inventory method journal entries, assume that Hanlon Food Store made two purchases of merchandise from Smith Company. Artificial intelligence (AI) and machine learning (ML) are also transforming purchase return management. AI-powered analytics can predict return patterns, helping businesses anticipate and prepare for returns more effectively.</p>
<ul>
<li>Automation reduces manual errors and speeds up the return process, allowing companies to focus on more strategic tasks.</li>
<li>Buyers must record shipping charges as transportation in (or Freight In) when the goods were shipped FOB shipping point and they have received title to the merchandise.</li>
<li>Cash and Merchandise Inventory accounts are current assets with normal debit balances (debit to increase and credit to decrease).</li>
</ul>
<p>As mentioned, these transactions do not impact the purchases account. Nonetheless, it is crucial to understand how a company records the purchase of products or services. Regardless of&nbsp;whether we have&nbsp;return or allowance, the process is exactly the same under the perpetual inventory system.</p>
<p>Your responsibilities depend on how the original purchase was made and how you plan on reimbursing the customer. The treatment mentioned above is mainly for the scenario where the purchase had been made on credit. This is because Payables were initially a liability the business incurred against purchasing certain goods and services. The articles and research support materials available on this site are educational and are not intended to be investment or tax advice. All such information is provided solely for convenience purposes only and all users thereof should be guided accordingly.</p>
<p>The company passes Purchase Return Journal Entry to record the return transaction of the merchandise purchased from the supplier. Regardless of whether we have return or allowance, the process is exactly the same under the periodic inventory system. Both returns and allowances reduce the buyer’s debt to the seller (accounts payable) and decrease the cost of the goods purchased (purchases).</p><p>The post <a href="https://realnet.ne.jp/sales-returns-and-allowances-recording-returns-in/">Sales Returns and Allowances Recording Returns in Your Books</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
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		<title>How do I get an Individual Taxpayer Identification Number ITIN?</title>
		<link>https://realnet.ne.jp/how-do-i-get-an-individual-taxpayer-identification/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=how-do-i-get-an-individual-taxpayer-identification</link>
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		<pubDate>Wed, 08 Jun 2022 17:45:23 +0000</pubDate>
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		<description><![CDATA[<p>If you qualify for our assistance, which is always free, we will do everything possible to help you. A current &#8230; </p>
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<p>The post <a href="https://realnet.ne.jp/how-do-i-get-an-individual-taxpayer-identification/">How do I get an Individual Taxpayer Identification Number ITIN?</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
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" width="607px" alt="itin online application"/></p>
<p><p>If you qualify for our assistance, which is always free, we will do everything possible to help you. A current passport would meet all&nbsp;these requirements and is the only document you can submit on its own. ITIN holders must verify their identity through the video chat process and  will need a valid email address, proof of ITIN, one primary document and one secondary document.</p>
</p>
<ol>
<li>Form W-7(SP), Solicitud de Número de Identificación Personal del Contribuyente del Servicio de Impuestos Internos is available for use by Spanish speakers.</li>
<li>ITINs do not serve any purpose other than federal tax reporting.</li>
<li>For instance, ITIN holders do not qualify for certain tax advantages, like the Earned Income Tax Credit.</li>
<li>If you do not want to apply for a PTIN online, use Form W-12, IRS Paid Preparer Tax Identification Number Application.</li>
<li>Hence, if you’re eligible for an SSN, it’s suggested that you apply for that rather than an ITIN.</li>
</ol>
<p><h2>Taxpayer identification numbers (TIN)</h2>
</p>
<p><p>Bring it to your local IRS office, or use an&nbsp;acceptance agent (colleges, financial institutions, or accounting firms that are authorized by the IRS to assist applicants in obtaining ITINs). They&#8217;ll review the W-7 and documentation before sending it to the IRS. They don&#8217;t entitle the taxpayer to Social Security benefits, stimulus payments,&nbsp;or other benefits. If you are submitting proof of your foreign status, it could be your foreign passport or national identification card with a photo, name, and foreign address. If you’re required to file a tax return and aren’t eligible for a Social Security number, you need to apply for an ITIN (See the What should I do? section, above).</p>
</p>
<p><h2>Where to apply?</h2>
</p>
<p><p>Certain offices can verify passports and national identification cards and return them immediately. A list of these in-person Document Review Taxpayer Assistance Centers&nbsp;is available on IRS.gov. This allows you to avoid mailing your original documents, or certified copies, to the IRS. Beginning January 1, 2011, if you are a paid tax preparer you must use a valid Preparer Tax Identification Number (PTIN) on returns you prepare.</p>
</p>
<p><h2>Is the ITIN a way for the government to track undocumented immigrants?</h2>
</p>
<p><p>The advantage to using CAAs is that for primary and secondary applicants (like a  spouse), the CAA can certify that your documents are original and make copies to send to the IRS. That way, you won’t have to mail your originals or copies certified by the issuing agency. A certified copy is one that the original issuing agency provides, and certifies as an exact copy of the original, and contains an official stamped seal from the agency. Certifying Acceptance Agents and many Taxpayer Assistance Centers, discussed below, may also certify certain documents. An Employer Identification Number (EIN) is also known as a federal tax identification number, and is used to identify a business entity.</p>
</p>
<p><div style='text-align:center'><iframe width='569' height='314' src='https://www.youtube.com/embed/FGBInfJFcLM' frameborder='0' alt='itin online application' allowfullscreen></iframe></div>
</p>
<p><p>Official websites use .gov A .gov website belongs to an official government organization in the United States. For a summary of those rules, please see the new Form W-7 and its instructions.</p>
</p>
<p><p>Furthermore, local communities may also have resources such as workshops or assistance programs provided by community organizations, tax preparers, or legal aid organizations. These can offer tailored, in-person assistance, making the process less intimidating. Also, remember that the use of ITINs does come with certain restrictions. For instance, ITIN holders do not qualify for certain tax advantages, like the Earned Income Tax Credit. Yet, there are other tax credits, such as the Child Tax Credit, for which they might qualify, provided they satisfy all the required conditions.</p>
</p>
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" width="609px" alt="itin online application"/></p>
<p><p>The IRS requires certain documentation to verify your identity and foreign status. You’ll need to submit originals or certified copies of the documents required for the process. You can apply for an ITIN any time during the year when you have a filing or reporting requirement. At a minimum, you should complete Form W-7 when you are ready to file your federal income tax return by the return&#8217;s prescribed due date. If the tax return you attach to Form W-7 is filed after the return&#8217;s due date, you may owe interest and/or penalties. You will usually file an ITIN application, Form W-7, Application for IRS Individual Taxpayer Identification Number, with your first tax return, which&nbsp;you must file as a paper return, not electronically.</p>
</p>
<p><p>This unique number is assigned by the Internal Revenue Service (IRS) to individuals who are obliged <a href="https://www.adprun.net/depreciation-definition-2/">depreciation definition</a> to have a U.S. taxpayer identification number but cannot get a Social Security Number (SSN). A Taxpayer Identification Number (TIN) is an identification number used by the Internal Revenue Service (IRS) in the administration of tax laws. It is issued either by the Social Security Administration (SSA) or by the IRS. A Social Security number (SSN) is issued by the SSA whereas all other TINs are issued by the IRS. The IRS website is a valuable resource for ITIN-related information.</p>
</p>
<p><div style='text-align:center'><iframe width='563' height='315' src='https://www.youtube.com/embed/vH4o3MGBwPw' frameborder='0' alt='itin online application' allowfullscreen></iframe></div></p><p>The post <a href="https://realnet.ne.jp/how-do-i-get-an-individual-taxpayer-identification/">How do I get an Individual Taxpayer Identification Number ITIN?</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
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