{"id":2193,"date":"2024-01-16T22:08:40","date_gmt":"2024-01-16T22:08:40","guid":{"rendered":"https:\/\/www.mysaasplace.com\/?p=2193"},"modified":"2024-09-04T17:22:30","modified_gmt":"2024-09-04T17:22:30","slug":"trade-discount-definition-types-purpose","status":"publish","type":"post","link":"https:\/\/www.mysaasplace.com\/es\/trade-discount-definition-types-purpose\/","title":{"rendered":"Trade Discount Definition, Types, Purpose, Calculation"},"content":{"rendered":"<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px\" alt=\"trade discount examples\"\/><\/p>\r\n<p><p>Instead, they are reflected in the invoice or receipt after the purchase has been made. In some cases, the same product or transaction may be part of two separate discount deals. When this occurs, it\u2019s crucial to determine which deal the transaction belongs to in order to calculate the correct discount. This may involve <a href=\"https:\/\/www.bookstime.com\/articles\/trade-discount\">trade discount examples<\/a> considering factors such as the highest earning deal, the lowest earning deal, the most recent deal, or the oldest deal. Cash discount is the amount deducted by the seller when the buyer makes payment within the credit term. The seller will deduct the amount of buyer owe if they agree to pay before the specific time.<\/p><\/p>\r\n<p><h2>How to Calculate a Trade Discount<\/h2><\/p>\r\n<p><p>Understanding how to calculate trade discounts is fundamental for businesses to accurately assess their cost savings and pricing strategies. The process typically involves determining the discount rate and applying it to the list price of the goods. For instance, if a supplier offers a 15% trade discount on an item listed at $100, the discount amount would be $15, resulting in a net price of $85. This straightforward calculation allows businesses to quickly evaluate the financial benefits of the discount and make informed purchasing decisions. When comparing trade discounts and cash discounts, it\u2019s important to understand the difference in their calculation methods.<\/p><\/p>\r\n<p><ul><li>The use of trade discounts allows a company to vary the final price based on each customer\u2019s volume or status.<\/li><li>This makes it easier to compare different discount strategies or options.<\/li><li>Moreover, trade discounts impact the balance sheet by altering the value of inventory.<\/li><li>Lastly, a registered high-volume wholesaler will be given a trade discount of 27% and will be charged $73.<\/li><li>Since the amount of discount is now known, we can use Formula 7.2 to find the net price.<\/li><\/ul><\/p>\r\n<p><h2>What is the difference between trade discount and cash discount?<\/h2><\/p>\r\n<p><p>When goods are purchased at a discounted rate, the inventory is recorded at this lower cost, reflecting a more accurate valuation of assets. This adjustment can lead to a healthier balance sheet, as lower inventory costs can improve the current ratio, a key indicator of a company\u2019s short-term financial health. Additionally, reduced inventory costs can free up capital, allowing businesses to invest in other areas such as research and development, marketing, or expansion initiatives. For example, a supplier may offer a 10% trade discount to customers who purchase 100 units of a product or service.<\/p><\/p>\r\n<p><h2>Understanding Trade Discounts: Types, Calculations, and Financial Impact<\/h2><\/p>\r\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.bookstime.com\/wp-content\/uploads\/2020\/06\/real-estate-img-5.png\" width=\"251px\" alt=\"trade discount examples\"\/><\/p>\r\n<p><p>Businesses often use specialized software to manage and calculate trade discounts efficiently. Tools like QuickBooks and SAP ERP systems  can automate these calculations, <a href=\"https:\/\/www.bookstime.com\/articles\/accounting-for-churches\">https:\/\/www.bookstime.com\/articles\/accounting-for-churches<\/a> ensuring accuracy and saving time. By leveraging such tools, businesses can streamline their discount management processes and focus on strategic decision-making.<\/p><\/p>\r\n<p><ul><li>Cash discounts are incentives provided by sellers to buyers for immediate payment or payment within a specified period.<\/li><li>This means that an additional 5% cash discount will be allowed to Suzan if she makes payment within 30 days.<\/li><li>To calculate this, the initial 10% discount is applied to the list price, and then the 5% discount is applied to the new, lower price.<\/li><li>A manufacturer may attempt to establish its own distribution channel, such as a company website, so that it can avoid the trade discount and charge the full retail price directly to customers.<\/li><li>These discounts, often a certain percentage off the total invoice, provide a win-win situation where businesses improve their cash flow and customers save money.<\/li><li>This increased liquidity can be crucial for maintaining day-to-day operations and meeting short-term obligations.<\/li><li>Trade discounts are first and foremost a way for manufacturers to attract resellers.<\/li><\/ul><\/p>\r\n<p><p>A cash discount, on the other hand, is calculated on the invoice price of the items. Suppliers or wholesalers usually provide their buyers with a credit period. Trade discounts are used to incentivize customers to buy in bulk, purchase products during off-peak periods, or take advantage of other favorable conditions. A trade discount is deducted before any exchange takes place with the customer and therefore does  not form part of the accounting transaction, and is not entered into the accounting records. Consequently by varying the level of trade discounts the business can change the price given to different customers.<\/p><\/p>\r\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.bookstime.com\/wp-content\/uploads\/2021\/11\/d8bd7567-0746-47e7-b17c-2348b9332265-300x214.jpg\" width=\"252px\" alt=\"trade discount examples\"\/><\/p>\r\n<p><h2>Terms Similar to Trade Discount<\/h2><\/p>\r\n<p><h2>New here? Not sure where your financial journey should be headed?<\/h2><\/p>\r\n<p><div style='text-align:center'><iframe width='567' height='312' src='https:\/\/www.youtube.com\/embed\/jooUxHquqJM' frameborder='0' alt='trade discount examples' allowfullscreen><\/iframe><\/div><\/p>\r\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.bookstime.com\/wp-content\/uploads\/2020\/04\/Screenshot_10-300x200.png\" width=\"255px\" alt=\"trade discount examples\"\/><\/p>","protected":false},"excerpt":{"rendered":"<p>Instead, they are reflected in the invoice or receipt after the purchase has been made. In some cases, the same product or transaction may be part of two separate discount deals. When this occurs, it\u2019s crucial to determine which deal the transaction belongs to in order to calculate the correct discount. This may involve trade [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":[],"categories":[20],"tags":[],"_links":{"self":[{"href":"https:\/\/www.mysaasplace.com\/es\/wp-json\/wp\/v2\/posts\/2193"}],"collection":[{"href":"https:\/\/www.mysaasplace.com\/es\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.mysaasplace.com\/es\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.mysaasplace.com\/es\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.mysaasplace.com\/es\/wp-json\/wp\/v2\/comments?post=2193"}],"version-history":[{"count":1,"href":"https:\/\/www.mysaasplace.com\/es\/wp-json\/wp\/v2\/posts\/2193\/revisions"}],"predecessor-version":[{"id":2194,"href":"https:\/\/www.mysaasplace.com\/es\/wp-json\/wp\/v2\/posts\/2193\/revisions\/2194"}],"wp:attachment":[{"href":"https:\/\/www.mysaasplace.com\/es\/wp-json\/wp\/v2\/media?parent=2193"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.mysaasplace.com\/es\/wp-json\/wp\/v2\/categories?post=2193"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.mysaasplace.com\/es\/wp-json\/wp\/v2\/tags?post=2193"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}