{"id":4116,"date":"2020-08-31T19:55:57","date_gmt":"2020-08-31T17:55:57","guid":{"rendered":"https:\/\/marcsfirma.com\/21\/?p=4116"},"modified":"2023-02-01T12:03:25","modified_gmt":"2023-02-01T11:03:25","slug":"percentage-of-sales-approach-and-percentage-of","status":"publish","type":"post","link":"http:\/\/marcsfirma.com\/21\/2020\/08\/31\/percentage-of-sales-approach-and-percentage-of\/","title":{"rendered":"Percentage-of-sales approach and percentage-of-receivables approach Accounting Guide"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Using percentage of sales method to navigate financial storms<\/a><\/li>\n<li><a href=\"#toc-1\">Tactics for Better Sales Forecasting [+5 Forecasting Models to Leverage]<\/a><\/li>\n<li><a href=\"#toc-2\">Operating Expenses<\/a><\/li>\n<li><a href=\"#toc-3\">Advantages of the Percentage-of-Sales Method<\/a><\/li>\n<li><a href=\"#toc-4\">How to Calculate Working Capital Using Percentage of Sales Method?<\/a><\/li>\n<li><a href=\"#toc-5\">The Percentage of Sales Method: Formula &#038; Example<\/a><\/li>\n<li><a href=\"#toc-6\">Projecting Income Statement Line Items<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px\" alt=\"percentage-of-sales method\"\/><\/p>\n<p>For instance, total sales for the year were $100,000 and total cost of goods sold was $58,000. Companies use the percentage of sales method to turn a revenue forecast into a full forecast of business activity, helping them make decisions on such things as purchasing, hiring and capital investment. This means the receivables method includes previous year\u2019s balances, including debt balances, giving you a more holistic view of your company\u2019s bad debt. Unlike the percentage of sales method, which only looks at the current year\u2019s bad debt, the percentage of receivables method looks at all your company\u2019s bad debt. Barring any major shifts in the current year over last year, this can give you a more realistic idea of the bad debt you need to build in to your budget.<\/p>\n<div style='border: black dotted 1px;padding: 12px;'>\n<h3>\u201cFair Tax\u201d Plan Would Abolish the IRS and Shift Federal Taxes from &#8230; &#8211; Just Taxes Blog<\/h3>\n<p>\u201cFair Tax\u201d Plan Would Abolish the IRS and Shift Federal Taxes from &#8230;.<\/p>\n<p>Posted: Tue, 10 Jan 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/__i\/rss\/rd\/articles\/CBMiUmh0dHBzOi8vaXRlcC5vcmcvZmFpci10YXgtcGxhbi13b3VsZC1hYm9saXNoLWlycy1zaGlmdC1mZWRlcmFsLXRheGVzLWZyb20td2VhbHRoeS_SAQA?oc=5' rel=\"nofollow\">source<\/a>]\n<\/div>\n<p>The percentage to be applied to credit sales is calculated on the basis of past experience and other factors such as change in credit policy. In percentage of sales method, the balance in the allowance for doubtful debts is ignored. Last year, the doubtful accounts expense for this company was reported as $7,000 but accounts with balances totaling $10,000 proved to be uncollectible. Because companies do not go back to the statements of previous years to fix numbers when a reasonable estimate was made, the expense is $3,000 higher in the current period to compensate. Procedure used to set advertising budgets, based on a predetermined percentage of past sales or a forecast of future sales.<\/p>\n<h2 id=\"toc-0\">Using percentage of sales method to navigate financial storms<\/h2>\n<p>Finally, create one-page posts that link to all the listed posts in order from top to bottom and use them as a core marketing strategy. Next, Barbara needs to calculate her estimated sales for the upcoming year. Determine whether there is a historical correlation between sales and the item to be forecasted. Investopedia requires writers to use primary sources to support their work.<\/p>\n<ul>\n<li>The direct write-off method is used in the U.S. for income tax purposes.<\/li>\n<li>Ultimately, the percent of sales method is a convenient but flawed process of financial forecasting.<\/li>\n<li>When you want to land investors or determine where your company is headed, you need to navigate some treacherous financial waters.<\/li>\n<li>Review your past financial statements and evaluate the relationship between bad debt write-offs, credit sales, and receivables balances.<\/li>\n<li>It shows the revenue, the expenses, and the result, which could be profit or loss.<\/li>\n<li>However, if the company adopts a more stringent credit policy, it may have to decrease the percentage rate because the company would expect fewer uncollectible accounts.<\/li>\n<\/ul>\n<p>Many advertisers, however, shun this method because it is based on the theory that advertising results from sales, while the converse is true, that is, that sales result from advertising. In other words, advertisers feel that advertising communicates to prospeactive buyers the features and benefits of a product that are necessary to generate sales. In addition, the method does not recognize that as conditions change, advertising expenditures should change with them. Even then, you have to bear in mind that the method only applies to line items that correlate with sales. Any fixed expenses \u2014 like fixed assets and debt \u2014 can&#8217;t be projected with the percent of sales method. Depreciation expense can be forecasted in the schedule using a percentage of the opening balance or any of the depreciation accounting methods.<\/p>\n<h2 id=\"toc-1\">Tactics for Better Sales Forecasting [+5 Forecasting Models to Leverage]<\/h2>\n<p>These can be forecast as percentages of sales revenue as well, or by using whole dollar values. Regardless of which line item we choose to forecast, the method is simple.<\/p>\n<ul>\n<li>For example, based on previous experience, a company may expect that 3% of net sales are not collectible.<\/li>\n<li>Under this method, bad debts expense is calculated as percentage of credit sales of the period.<\/li>\n<li>Each historical expense is converted into a percentage of net sales, and these percentages are then applied to the forecasted sales level in the budget period.<\/li>\n<li>There are a few tips and tricks that you can use to increase your amount of sales with this method.<\/li>\n<li>It\u2019s an unfortunate truth in business that not all your clients will pay their bills.<\/li>\n<\/ul>\n<p>When a company has plans for future projects, such as new product launches or capacity expansion, a good financial forecast is a huge help. In financial planning, discretionary financing needs help the business if extra financing is needed. Using the financial statements, DFN determines the difference between the projected total assets and the projected total liabilities plus the owner&#8217;s equity.<\/p>\n<h2 id=\"toc-2\">Operating Expenses<\/h2>\n<p>Some of the people it owes money to will not be made whole, meaning those people must  recognize a loss. This situation represents bad debt expense on the side that is not going to collect the funds they are owed. When a company makes a credit sale, it books a credit to revenue and a debit to an account receivable. The problem with this accounts <a href=\"https:\/\/online-accounting.net\/\">https:\/\/online-accounting.net\/<\/a> receivable balance is there is no guarantee the company will collect the payment. For many different reasons, a company may be entitled to receiving money for a credit sale but may never actually receive those funds. The direct write-off method records the exact amount of uncollectible accounts as they are specifically identified.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/online-accounting.net\/wp-content\/uploads\/2020\/10\/image-z5Ug4pvalRQ6huFS.png\" width=\"256px\" alt=\"percentage-of-sales method\"\/><\/p>\n<p>Your Guide to Growing a Business The tools and resources you need to take your business to the next level. Your Guide to Running a Business The tools and resources you need to run your business successfully. Your Guide to Starting a Business The tools and resources you need to get your new business idea off the ground.<\/p>\n<h2 id=\"toc-3\">Advantages of the Percentage-of-Sales Method<\/h2>\n<p>The second method\u2014percentage-of-receivables method\u2014focuses on the balance sheet and the relationship of the allowance for uncollectible accounts to accounts receivable. Under the percentage of sales method, the expense account is aligned with the volume of sales.<\/p>\n<ul>\n<li>First, you can model sales revenue as a simple growth rate from previous years.<\/li>\n<li>Unlike the percentage of sales method, which only looks at the current year\u2019s bad debt, the percentage of receivables method looks at all your company\u2019s bad debt.<\/li>\n<li>On the FAR exam you should know both the percentage of sales method and the allowance method.<\/li>\n<li>The percentage is calculated by dividing your total revenue by the total cost for each sale that you have made.<\/li>\n<li>When you use this method, use your small business\u2019s past collection data to estimate what portion of the credit sales you generate each accounting period that will go unpaid.<\/li>\n<\/ul>\n<p>There\u2019s no standard percentage used to estimate bad debts in any of the formulas. When it comes to estimating uncollectible accounts, your past financial information is usually the best indicator <a href=\"https:\/\/online-accounting.net\/percentage-of-sales-method\/\">percentage-of-sales method<\/a> of future activity. The percentage of sales and percentage of receivables methods both work well if you receive a relatively small amount of revenue from  a large number of clients.<\/p>\n<h2 id=\"toc-4\">How to Calculate Working Capital Using Percentage of Sales Method?<\/h2>\n<p>Estimating uncollectible accounts Accountants use two basic methods to estimate uncollectible accounts for a period. The first method\u2014percentage-of-sales method\u2014focuses on the income statement and the relationship of uncollectible accounts to sales.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is the meaning of percentage method?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Percentage formula is used to find the amount or share of something in terms of 100. In its simplest form, percent means per hundred. To express a number between zero and one, percentage formula is used. It is defined as a number represented as a fraction of 100.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Content Using percentage of sales method to navigate financial storms Tactics for Better Sales Forecasting [+5 Forecasting Models to Leverage] Operating Expenses Advantages of the Percentage-of-Sales Method How to Calculate Working Capital Using Percentage of Sales Method? The Percentage of Sales Method: Formula &#038; Example Projecting Income Statement Line Items For instance, total sales for [&hellip;]<\/p>\n","protected":false},"author":9,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[156],"tags":[],"class_list":["post-4116","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.4 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Percentage-of-sales approach and percentage-of-receivables approach Accounting Guide - marcsfirma<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"http:\/\/marcsfirma.com\/21\/2020\/08\/31\/percentage-of-sales-approach-and-percentage-of\/\" \/>\n<meta property=\"og:locale\" content=\"de_DE\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Percentage-of-sales approach and percentage-of-receivables approach Accounting Guide - marcsfirma\" \/>\n<meta property=\"og:description\" content=\"Content Using percentage of sales method to navigate financial storms Tactics for Better Sales Forecasting [+5 Forecasting Models to Leverage] Operating Expenses Advantages of the Percentage-of-Sales Method How to Calculate Working Capital Using Percentage of Sales Method? 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