{"id":5739,"date":"2021-06-08T16:25:06","date_gmt":"2021-06-08T08:25:06","guid":{"rendered":"https:\/\/www.zhonghepack.com\/?p=5739"},"modified":"2023-02-22T18:01:24","modified_gmt":"2023-02-22T10:01:24","slug":"5-1-compare-and-contrast-job-order-costing-and","status":"publish","type":"post","link":"https:\/\/www.zhonghepack.com\/5739.html","title":{"rendered":"5 1: Compare and Contrast Job Order Costing and Process Costing Business LibreTexts"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;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\">Free Job Cost Sheet Template<\/a><\/li>\n<li><a href=\"#toc-1\">Importance of job order costing<\/a><\/li>\n<li><a href=\"#toc-2\">Factory Job Costing and Contract Costing<\/a><\/li>\n<li><a href=\"#toc-3\">General Purchase Procedure in a Company<\/a><\/li>\n<li><a href=\"#toc-4\">Practice video problem 3: Compute departmental predetermined manufacturing overhead rates, total job costs, and cost per unit<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='margin-left:auto;margin-right:auto' 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\" width=\"253px\" alt=\"financial\" \/><\/p>\n<p>And, generally accepted accounting principles dictate the form and content of those reports. Transfer  pricing issues are not limited to global companies. Issues can arise when products are shipped between affiliated companies in different states or provinces. Also, affiliated companies may have divisional profit incentives, causing managers working for the same corporate parent to debate the costs assigned to their respective units.<\/p>\n<ul>\n<li>An allocation base or cost driver is a production activity that drives costs such as direct labor hours or machine hours.<\/li>\n<li>The information that is stored can be used as empirical data to help the company evaluate its own efficiency and reduce costs by changing its procedures, methods, or staffing.<\/li>\n<li>For example, a manufacturer of white label rubber gaskets regularly fills orders for thousands of gaskets at once, perhaps on a recurring contract for a kitchen appliance manufacturer.<\/li>\n<li>If spoilage or scrap is created, then normal amounts are charged to an overhead cost pool for later allocation, while abnormal amounts are charged directly to the cost of goods sold.<\/li>\n<li>Whereas the guards or the janitors who are employed to supervise and assist during the production process are indirect laborers and are not included as a part of direct labor.<\/li>\n<li>The process of production does not change because of the costing method.<\/li>\n<li>These types of manufacturing are optimal for the process cost system.<\/li>\n<\/ul>\n<p>In the fabrication department, laborers pour composite materials into custom carved molds. After molding, the widgets are sent to the finishing department. In finishing, the widgets are put on an automated production line where they are heated and coated. Under job costing, production is undertaken by a manufacturer against a customer\u2019s order and not for stock.<\/p>\n<h2 id=\"toc-0\">Free Job Cost Sheet Template<\/h2>\n<p><a href=\"https:\/\/www.bookstime.com\/articles\/job-costing\">Job Costing Concepts<\/a> order costing helps you calculate the entire cost of the job in a step by step. This method enables you to find out errors, decide if the job is profitable, finding areas for process improvement, monitoring fixed asset usage and creating more accurate quotes for future jobs. It is a highly efficient costing method for a manufacturer who produces a multitude of products different from one another. Job order costing helps companies see how much they\u2019re using their fixed assets, such as manufacturing equipment. Since machine costs are distributed amongst different jobs, the identification of this cost is important to know the cost of the job. This helps determine the amount of overhead allocated to each asset and distribute it fairly between the company\u2019s jobs. Job costing demands a considerable amount of costing precision if costs are to be reimbursed by customers (as is the case in a cost-plus contract, where the customer pays all costs incurred, plus a profit).<\/p>\n<p>Jack is paid $25 per hour, and he does not work on any specific job. Instead, his time is spent doing inspections, getting permits, managing inventory, and other tasks. Before we apply these basic job costing concepts to a manufacturing environment, check your understanding of job costing with regard to a service company. The manufacturing process has two departments\u2014fabrication and finishing.<\/p>\n<h2 id=\"toc-1\">Importance of job order costing<\/h2>\n<p>However, jobs are sometimes completed outside the factory or workshop (e.g., plumbing jobs and sewerage works). All direct costs  are charged to work in progress accounts. 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. Things like repetitive work that could be automated or poorly allocated employee resources can be addressed in future projects.<\/p>\n<ul>\n<li>Thus, automatic the process of job costing is difficult in this scenario.<\/li>\n<li>If they differ a lot, it means that either your estimation process or your manufacturing process can be improved.<\/li>\n<li>And the manufacturing plant contains all the resources necessary to perform the manufacturing operation.<\/li>\n<li>The expression \u201ctime is money\u201d is especially relevant in the context of job costing.<\/li>\n<li>Add that to $46,800 in labor and $40,000 in materials, and altogether our project cost equals $96,800.<\/li>\n<li>It comprises research and development, accounting and human resource departments.<\/li>\n<\/ul>\n<p>Selling, distribution &amp;administrative <a href=\"https:\/\/www.bookstime.com\/\">https:\/\/www.bookstime.com\/<\/a>s are applied at $ 15 per hour. Overhead costs are allocated to the product or job, based on the costing method used. As work progresses on the product or job, it accumulates labor, materials and overhead costs. Finally, the total finished product or job cost is transferred to Finished Goods, and when it is sold the cost is transferred to Cost of Goods Sold.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Free Job Cost Sheet Template Importance of job  &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/www.zhonghepack.com\/5739.html\"> <span class=\"screen-reader-text\">5 1: Compare and Contrast Job Order Costing and Process Costing Business LibreTexts<\/span> \u67e5\u770b\u5168\u6587 &raquo;<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"default","ast-global-header-display":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":""},"categories":[130],"tags":[],"class_list":["post-5739","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/www.zhonghepack.com\/wp-json\/wp\/v2\/posts\/5739","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.zhonghepack.com\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.zhonghepack.com\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.zhonghepack.com\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.zhonghepack.com\/wp-json\/wp\/v2\/comments?post=5739"}],"version-history":[{"count":0,"href":"https:\/\/www.zhonghepack.com\/wp-json\/wp\/v2\/posts\/5739\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.zhonghepack.com\/wp-json\/wp\/v2\/media?parent=5739"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.zhonghepack.com\/wp-json\/wp\/v2\/categories?post=5739"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.zhonghepack.com\/wp-json\/wp\/v2\/tags?post=5739"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}