{"id":4103,"date":"2023-03-21T17:30:32","date_gmt":"2023-03-21T17:30:32","guid":{"rendered":"https:\/\/v2nammatv.com\/?p=4103"},"modified":"2024-05-07T18:57:15","modified_gmt":"2024-05-07T18:57:15","slug":"what-is-reorder-point-reorder-point-definition","status":"publish","type":"post","link":"https:\/\/v2nammatv.com\/?p=4103","title":{"rendered":"What is Reorder Point? Reorder Point Definition &#038; Formula"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px\" alt=\"rop meaning business\"\/><\/p>\n<p><p>Not ensuring a safe stock level and ineffective inventory management can cause delayed deliveries and not aligning with the promised ETAs. Reorder point is the stock level in your inventory <a href=\"https:\/\/www.bookstime.com\/articles\/how-to-calculate-reorder-points\">rop meaning business<\/a> that triggers you to reorder the products. ShipBob is an order fulfillment solution that features built-in inventory management software, giving you precise control over your inventory.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.bookstime.com\/wp-content\/uploads\/2021\/05\/6e526435-c7fe-4d8f-8711-50247777addc.jpg\" width=\"259px\" alt=\"rop meaning business\"\/><\/p>\n<p><h2>Example:&nbsp;Inventory&nbsp;Reorder Point formula Calculation for a Retail Store<\/h2>\n<\/p>\n<p><p>When in doubt, please consult your lawyer tax, or compliance professional for counsel. Sage makes no  representations or warranties of any kind, express or implied, about the completeness or accuracy of this article and related content. Here are 28 AI prompts for small businesses to help companies make the most of emerging, intelligent tools. Remember, the key to successful ROP management is continuous monitoring and adjustment in line with your business dynamics. There are a number of potential hurdles and complexities that businesses may encounter when adopting ROP.<\/p>\n<\/p>\n<ul>\n<li>Mastering how to calculate your reorder point is essential for successful procurement management and maintaining optimal inventory levels.<\/li>\n<li>Therefore, it\u2019s best to think of your reorder point on an individual item level.<\/li>\n<li>In my opinion, there\u2019s something rather chic and classy about running ads in the middle of newspaper or magazine pages.<\/li>\n<li>It\u2019s the minimal stock amount for an item before you require replenishing to fulfill the customer demand.<\/li>\n<li>To calculate a reorder point with safety stock, multiply the daily average usage by the lead time and add the amount of safety stock you keep.<\/li>\n<li>To have an undisturbed production process, if you hold more inventory, that is waste only.<\/li>\n<\/ul>\n<p><h2>Determining ROP with safety stock<\/h2>\n<\/p>\n<p><p>The average delivery lead time for the raw materials is 3 days and since the supplier has had some shipping issues lately, you keep a safety stock of 400 units. The sales or manufacturing rate, or demand rate, also differs per item and is a function of consumption over time. It is usually the average daily usage or average sales per day of an item.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.bookstime.com\/wp-content\/uploads\/2021\/03\/59a4f0e4-632c-4ee1-bf1a-fbce10edcac2.jpg\" width=\"250px\" alt=\"rop meaning business\"\/><\/p>\n<p><h2>Table of Contents<\/h2>\n<\/p>\n<p><p>The safety stock is designed to protect against stockouts during periods of higher-than-expected demand, supplier delays, or other disruptions in the supply chain. It helps mitigate risks and ensures that the desired service level is maintained, even in unforeseen circumstances. The purpose of the ROP&nbsp;is to ensure that the business initiates the reorder process at the right time, preventing stockouts and maintaining a smooth supply chain. It helps strike a balance between avoiding stockouts and minimizing excess inventory. This means that when the store\u2019s inventory level reaches 150 gadgets, it\u2019s time to place a new order with the supplier.<\/p>\n<\/p>\n<p><h2>Reorder Point = (Lead Time Demand) + Safety Stock<\/h2>\n<\/p>\n<ul>\n<li>Therefore, the manufacturer should reorder this component when stock falls to 150 units.<\/li>\n<li>The adoption of the ROP in inventory management brings with it a suite of advantages that can revolutionize the way businesses handle their stock.<\/li>\n<li>For items or sub-assemblies that are manufactured in-house, lead time is referred to as factory or production lead time.<\/li>\n<li>You can run ads in newspaper sections related to your business and be confident that your conversion rate boosts noticeably.<\/li>\n<li>A trial balance is a statement that tells you if your debit and credits are accurate before you create your financial statements.<\/li>\n<li>Reorder point in cost accounting is a level of inventory when a business makes a purchase or starts a manufacturing run for its next product.<\/li>\n<li>Automize your delivery process with Upper and get efficient routes for your multi-stop deliveries.<\/li>\n<\/ul>\n<p><p>This ensures that there is enough time for the new inventory to arrive before the existing stock is completely depleted. Calculating the reorder point is a crucial aspect of procurement as it helps businesses maintain optimal inventory levels. To calculate the reorder point, there are several factors that need to be taken into consideration. The reorder point is an essential aspect of procurement that helps businesses maintain optimal inventory levels.<\/p>\n<\/p>\n<p><p>They also experienced significant improvements in their operations through the smart use of technology for automated ROP calculations. This not only allowed them to quickly adapt to changes in demand <a href=\"https:\/\/www.bookstime.com\/\">https:\/\/www.bookstime.com\/<\/a> patterns but also ensured timely restocking while keeping storage costs under control. On the flip side, avoiding overstocking means not tying up capital unnecessarily and keeping storage costs down.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='565' height='310' src='https:\/\/www.youtube.com\/embed\/GHSyuK6-qpk' frameborder='0' alt='rop meaning business' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.bookstime.com\/wp-content\/uploads\/2021\/07\/7e5eea0b-9a16-4975-b1a9-c30cfe280776-300x200.jpg\" width=\"254px\" alt=\"rop meaning business\"\/><\/p>\n<p><p>Implementing an effective ROP strategy is crucial for businesses seeking to optimize their inventory management practices. The reorder point process involves determining a specific inventory level, known as the \u201creorder point,\u201d at which an order for more stock should be placed. Suppose a retail store sells a popular product with an average daily demand of 50 units. The lead  time for replenishing stock is seven days, and the store aims to maintain a 95% service level, ensuring that the product is available to customers in most instances. By utilizing statistical methods, the store calculates that the standard deviation of daily demand is 10 units. The calculation consists of an item\u2019s delivery time, demand or consumption rate, and, if applicable, its safety stock level.<\/p>\n<\/p>\n<p><h2>FAQs in Relation to What is Rop in inventory Management<\/h2><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Not ensuring a safe stock level and ineffective inventory management can cause delayed deliveries and not aligning with the promised&hellip;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[38],"tags":[],"class_list":["post-4103","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v22.1 (Yoast SEO v22.5) - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>What is Reorder Point? 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