{"id":4325,"date":"2022-07-11T18:40:16","date_gmt":"2022-07-11T18:40:16","guid":{"rendered":"https:\/\/three60inc.co.ug\/?p=4325"},"modified":"2023-01-30T17:44:02","modified_gmt":"2023-01-30T17:44:02","slug":"job-costing-vs-process-costing-accounting","status":"publish","type":"post","link":"https:\/\/three60inc.co.ug\/?p=4325","title":{"rendered":"Job Costing Vs Process Costing Accounting"},"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\">Disadvantage: Equivalent Units<\/a><\/li>\n<li><a href=\"#toc-1\">Job Costing<\/a><\/li>\n<li><a href=\"#toc-2\">What Is A Process Costing System?<\/a><\/li>\n<li><a href=\"#toc-3\">The Importance Of Process Costing<\/a><\/li>\n<li><a href=\"#toc-4\">Weighted Average<\/a><\/li>\n<li><a href=\"#toc-8\">Major Characteristics Of Process Costing<\/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=\"252px\" alt=\"Process costing\"\/><\/p>\n<p>Product costs must be transferred from Finished Goods to Cost of Goods Sold as sales are made. This requires a correct and accurate accounting of product costs per unit, to have a proper matching of product costs against related sales revenue. (i.e., direct and indirect costs) for each process, and no abnormal expenses are charged to any process.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"255px\" alt=\"Process costing\"\/><\/p>\n<p>The sum of all work-in-process inventory accounts represents total work in process for the company. This allows managers to assess the accuracy of cost estimates , determine profitability, and track costs throughout the project may identify unexpected changes early on. Spreadsheet programs (Excel, Lotus 1-2-3) are widely used in managerial accounting. When monthly information is entered, the formulae do all the math, and calculate the final cost allocations. Just in time inventory management systems have been widely used in the automotive manufacturing and assembly industry, as well as others. It is important to identify relevant and reliable cost drivers for different types of costs.<\/p>\n<h2 id=\"toc-0\">Disadvantage: Equivalent Units<\/h2>\n<p>The total process cost is divided by the total number of items, resulting in an average cost for each item. NetSuite\u2019s ERP suite helps manufacturers manage every aspect of their business, from supply chain management and procurement to order fulfillment and customer relationship management . The fully integrated financial management solution helps businesses accelerate their financial close, provides strong expense management and real-time visibility into the company\u2019s financial performance. And it can help you more expertly, easily and accurately perform process costing.<\/p>\n<p>Accordingly, as units are received in the second department, their measurements must be converted to liters. In the first video, Tony Bell explains process costing for Smith, Inc. In the remaining two videos, he works through an example of applying process costing. Take special note of how WIP is accounted for in the examples. In addition to setting the sales price, managers need to know the cost of their products in order to determine the value of inventory, plan production, determine labor needs, and make long- and short-term plans.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px\" alt=\"Process costing\"\/><\/p>\n<p>For example, if a company started 1,000 units of product during the period and at the end of the period these were 40% completed, the equivalent units would be 400 (1,000 units \u00d7 40% complete). This calculation assumes that the materials, labor, and overhead are all added evenly throughout the time the units are in process in the function. In many companies, the materials are all added at the beginning of the process while the labor and overhead costs are incurred throughout the process. Labor and overhead are also called conversion costsbecause they \u201cconvert\u201d the materials into a product.<\/p>\n<h2 id=\"toc-1\">Job Costing<\/h2>\n<p>The underlying of ABC costing are cost drivers used to determine the basis of cost absorption. For example, the rent of a factory may be absorbed basis the area occupied by each machine. The direct costs going into any process are readily available as the sum of raw material and labor. Also, indirect costs such as electricity, rentals, repairs, and depreciation can easily be mapped to a process.<\/p>\n<p>The cost of the process is to be apportioned between the units lost abnormally and good units in the ratio of such units. The cost of units representing abnormal loss is debited to abnormal loss account and credited to process account. Job order costing and process costing are two different systems. Both the systems are used for cost calculation and attachment of cost to each unit completed, but both the systems are suitable in different situations. Use of standard costing systems in very effective in process costing situations. The second step in calculating process costing is to convert any inventory that was considered as in-process at the end of the period to an amount of equal units. The finished products outputted from one process are used as the raw materials for the next process, which happens until completion.<\/p>\n<h2 id=\"toc-2\">What Is A Process Costing System?<\/h2>\n<p>The cost accounting methodology used for this scenario is process costing. Generally, the cost of direct labour is very small part of the cost of production in industries adopting process costing.<\/p>\n<ul>\n<li>Process Costing also allows companies to set prices according to production costs.<\/li>\n<li>To examine the FIFO process-costing method with transferred-in costs, we again use the five \u2013 step procedure.<\/li>\n<li>It also enables companies to hone in on the cost of each stage in the manufacturing process and look for ways to reduce cost if necessary.<\/li>\n<li>Process costing is applied to determine the cost of production in industries where products pass through different phases of production before completion.<\/li>\n<li>If you continue to experience issues, you can contact JSTOR support.<\/li>\n<\/ul>\n<p>Unlike the accounting for payroll under the job order cost system, the employee does not have to be physically involved in making a product to be assigned to a specific function. If a specific maintenance worker or supervisor is assigned to the preparation function, their wages are allocated to that function even though these workers are not directly involved in preparing the chips to be baked. The accounting for the labor costs for June includes the following journal entries, shown in the following table. The difference between process costing and job order costing relates to how the costs are assigned to the products. In either costing system, the ability to obtain and analyze cost data is needed. This results in the costing system selected being the one that best matches the manufacturing process.<\/p>\n<h2 id=\"toc-3\">The Importance Of Process Costing<\/h2>\n<p>Therefore, the company would assign costs to the bottling process as a whole for a period of time. Then they would divide that overall process cost by the number of bottles produced during that period of time to assign production costs to each bottle of cola. The cost of the units representing normal loss is borne by the good units produced. If the normal loss has any realizable scrap value, such value is credited to the process accounting.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"252px\" alt=\"Process costing\"\/><\/p>\n<p>Each business will have different processing departments, depending on the product they are making. Identifying standard costs for each product overcomes the disadvantage of costing all products at a single average amount, as under actual costing. Case 2 \u2013 Process costing with zero beginning work-in-process inventory and some ending work-in-process inventory of SG-40. (That is, some units of SG-40 started during the accounting period are incomplete at the end of the period.) This case introduces the five steps of process costing and the concept of equivalent units. As the factory labor payroll is prepared and recorded, the payroll costs are split between those employees who work in specific functions and those involved in the general functions of the factory. The specific function costs are called direct labor and are assigned to work\u2010in\u2010process inventory. The general factory labor costs are indirect labor costs that are added to factory overhead.<\/p>\n<h2 id=\"toc-4\">Weighted Average<\/h2>\n<p>It is assumed in process costing that the average cost presents the cost per unit. The first step in calculating process costing is to analyze the inventory by evaluating cost-flow of the inventory.<\/p>\n<p>Loss of the same nature may be treated as normal in some industries and as abnormal in some other industry. Process-wise records are maintained, including those relating to the quantity of production, scrap, wastage, etc. With NetSuite, you go live in a predictable timeframe \u2014 smart, stepped implementations begin with sales and span the entire customer lifecycle, so there\u2019s continuity from sales to services to support. Cost obtained at each process is only historical cost and are not very useful for effective control.<\/p>\n<p>For example, bottled water is identical to other bottled water, and the consumer makes the purchase based on price and branding alone. Because there is very little variability in these products, it directly correlates with how you should calculate production costs. The three inventory accounts that accountants use to track product cost information\u2014raw materials inventory, work-in-process inventory, and finished goods inventory. Job <a href=\"https:\/\/accountingcoaching.online\/process-costing\/\">Process costing<\/a> Costing, as the name implies, allows companies to track the revenues and costs of each job. Job costing systems record revenues and costs for unique units of product that can be easily distinguished from other units of the product. Companies that use process-costing systems produce masses of identical or similar units of output. In such companies, it is fairly easy to set standards for quantities of inputs needed to produce output.<\/p>\n<p>However, it&#8217;s more streamlined and efficient with process costing. Work in progress- At the beginning and end of each period, there&#8217;s always work in progress with process costing. Production- Production is standardized with process costing, while for job costing it&#8217;s customized. These are the stages at which raw materials are converted into another identifiable form.<\/p>\n<p>However, instead of assigning product costs to individual jobs , process costing assigns these costs to departments . We now extend our Pacific Electronics example to the testing department. As the assembly process is completed, the assembly department of Pacific Electronics immediately transfers SG-40 units to the testing department. Conversion costs are added evenly during the testing department\u2019s process. At the end of the process in testing, units receive additional direct materials, including crating and other packing materials to prepare units for shipment.<\/p>\n<p>The weighted \u2013 average cost is the total of all costs entering the Work in Process account divided by total equivalent units of work done to date. We now describe the weighted-average method using the five \u2013 step procedures. Management accountants must calculate equivalent units in the <a href=\"https:\/\/accountingcoaching.online\/\">https:\/\/accountingcoaching.online\/<\/a> system.<\/p>\n<p>To accurately estimate the cost of producing each unit, process costing takes into account work in progress \u2014 items that have entered but not completed the production process \u2014 at the start and end of each period. Process costing is particularly important in the oil, chemical, lumber, textile and food processing industries. Getting a handle on production costs enables these companies to set the right prices for their products and determine whether costs are tracking in line with projections. They can use process costing to analyze the costs of each step of the production and distribution process and use the information to identify areas where they can reduce costs.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Disadvantage: Equivalent Units Job Costing What Is A Process Costing System? The Importance Of Process Costing Weighted Average Major Characteristics Of Process Costing Product costs must be transferred from Finished Goods to Cost of Goods Sold as sales are made. This requires a correct and accurate accounting of product costs per unit, to have<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[110],"tags":[],"class_list":["post-4325","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/three60inc.co.ug\/index.php?rest_route=\/wp\/v2\/posts\/4325","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/three60inc.co.ug\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/three60inc.co.ug\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/three60inc.co.ug\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/three60inc.co.ug\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=4325"}],"version-history":[{"count":1,"href":"https:\/\/three60inc.co.ug\/index.php?rest_route=\/wp\/v2\/posts\/4325\/revisions"}],"predecessor-version":[{"id":4326,"href":"https:\/\/three60inc.co.ug\/index.php?rest_route=\/wp\/v2\/posts\/4325\/revisions\/4326"}],"wp:attachment":[{"href":"https:\/\/three60inc.co.ug\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=4325"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/three60inc.co.ug\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=4325"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/three60inc.co.ug\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=4325"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}<br />
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