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Job costing, unit cost, ending work in process. Rowan Company produces pipes for concertquality organs. Each job is unique. In April 2016 , it completed all outstanding orders, and then, in May 2016 , it worked on only two jobs, M1 and M2: $$\begin{array}{|c|l|c|c|} \hline & \multicolumn{1}{|c|} {\mathrm{A}} & \multicolumn{1}{|c|} {\mathrm{B}} & \multicolumn{1}{|c|} {\mathrm{C}} \\ \hline 1 & \text { Rowan Company, May 2016 } & \text { Job M1 } & \text { Job M2 } \\ \hline 2 & \text { Direct materials } & \$ 75,000 & \$ 56,000 \\ \hline 3 & \text { Direct manufacturing labor } & 275,000 & 209,000 \\ \hline \end{array}$$ Direct manufacturing labor is paid at the rate of \(\$ 25\) per hour. Manufacturing overhead costs are allocated at a budgeted rate of \(\$ 22\) per direct manufacturing labor-hour. Only Job M1 was completed in May. 1\. Calculate the total cost for Job M1. 2\. 1,600 pipes were produced for Job M1. Calculate the cost per pipe. 3\. Prepare the journal entry transferring Job M1 to finished goods. 4\. What is the ending balance in the Work-in-Process Control account?

Short Answer

Expert verified
The total cost for Job M1 is $592,000, and the cost per pipe is $370. The journal entry to transfer Job M1 to finished goods is a debit to Finished Goods Inventory of $592,000 and a credit to Work-in-Process Control of $592,000. The ending balance in the Work-in-Process Control account is $448,920.

Step by step solution

01

Calculate the total labor-hours for each job and allocate manufacturing overhead costs

For Job M1, the direct manufacturing labor cost is \(275,000, which equals the labor hours multiplied by the labor cost per hour (\)25 per hour). For Job M2, the direct manufacturing labor cost is $209,000. First, find the labor-hours for each job: Job M1 Labor-hours = \( \frac{275,000}{25} \) = 11,000 hours Job M2 Labor-hours = \( \frac{209,000}{25} \) = 8,360 hours Next, allocate the manufacturing overhead costs as per the given budgeted rate of $22 per direct manufacturing labor-hour: Job M1 Overhead costs = 11,000 hours * \(22 = \)242,000 Job M2 Overhead costs = 8,360 hours * \(22 = \)183,920
02

Calculate the total cost for Job M1

Add the direct materials, direct manufacturing labor, and allocated manufacturing overhead costs for Job M1 to find the total cost: Total cost for Job M1 = Direct materials + Direct labor + Manufacturing overhead costs Total cost for Job M1 = \(75,000 + \)275,000 + \(242,000 = \)592,000
03

Calculate the cost per pipe for Job M1

Divide the total cost for Job M1 by the number of pipes produced to find the cost per pipe: Cost per pipe = \( \frac{Total \, cost\, for\, Job\, M1}{Number \,of \,pipes\, produced} \) Cost per pipe = \( \frac{592,000}{1,600} \) = $370
04

Prepare the journal entry transferring Job M1 to finished goods

To transfer Job M1 to finished goods, we will debit the Finished Goods Inventory account and credit the Work-in-Process Control account by the total cost of Job M1: Finished Goods Inventory (debit) = $592,000 Work-in-Process Control (credit) = $592,000 The journal entry is: Finished Goods Inventory 592,000 Work-in-Process Control 592,000
05

Calculate the ending balance in the Work-in-Process Control account

To find the ending balance in the Work-in-Process Control account, first, find the beginning balance, which is 0, since all outstanding orders were completed in April 2016. Then, add the total costs of Jobs M1 and M2 during May 2016 and subtract the cost of completed Job M1: Ending balance = Beginning balance + Costs of Jobs M1 & M2 - Cost of completed Job M1 Ending balance = 0 + (\(592,000 (Job M1) + \)56,000 (direct materials M2) + \(209,000 (direct labor M2) + \)183,920 (overhead costs M2)) - $592,000 (Job M1) Ending balance = $448,920 The ending balance in the Work-in-Process Control account is $448,920.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Cost Accounting
Cost accounting is a substantial area of accounting that involves the recording, classifying, tracking, and analyzing of production costs to determine the total cost of production. Its primary aim is to provide detailed cost information to managers for planning, controlling, and decision-making purposes.

In job costing, a method used by companies that offer customized products like Rowan Company, each job or project is accounted for separately. The process involves direct costs such as materials and labor being traced to a specific job, while indirect costs or manufacturing overheads are allocated based on a predetermined rate or basis.

The example of Rowan Company in the exercise demonstrates how cost accounting principles are applied in a manufacturing setting. By utilizing a rate of \(25 per labor-hour for direct manufacturing labor and allocating manufacturing overhead at \)22 per labor-hour, the company can compute the total cost per job. Such practices ensure accurate pricing strategies and effective cost control measures, which are critical in maintaining profitability and competitiveness in the market.
Manufacturing Overhead
Manufacturing overhead refers to all the indirect costs associated with producing a product that cannot be directly traced to a particular job. These costs typically include indirect materials, indirect labor, factory maintenance, utilities, and depreciation of equipment, among others.

In the provided exercise, Rowan Company uses a predetermined overhead rate of \(22 per direct manufacturing labor-hour. This rate is essential in allocating manufacturing overhead costs to individual jobs when direct association with the job is not feasible. By applying this rate to the number of labor-hours required for Job M1 (11,000 hours), the company calculates the allocated overhead at \)242,000.

The overhead allocation ensures that the cost of production is distributed evenly across jobs, reflecting more than just the direct costs. Without this allocation, the company risks underpricing their products, potentially leading to financial losses.
Work-in-Process
Work-in-Process (WIP) is an account in the ledger that tracks the costs of unfinished products in a manufacturing process. It is a transitory account, reflecting the value of goods that are not yet complete at the end of an accounting period.

At the beginning of May 2016, all outstanding orders were completed, and thus the starting balance for the Work-in-Process account would be \(0. As the month progressed, additional costs were incurred for Jobs M1 and M2, and these were added to the WIP account. For completed jobs, such as Job M1, the total job cost is transferred to the Finished Goods Inventory. The remaining WIP balance at the end of May for Rowan Company would thus include the direct materials, direct labor, and allocated overhead solely for the unfinished Job M2, totaling \)448,920.

The accurate tracking and management of WIP are crucial for companies to understand their inventory levels, manage cash flows effectively, and to ensure that costs are being captured for ongoing projects. The end balance of the Work-in-Process account forms a part of the total inventory valuation on the company's balance sheet.

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Most popular questions from this chapter

Dakota Products uses a job-costing system with two direct-cost categories (direct materials and direct manufacturing labor) and one manufacturing overhead cost pool. Dakota allocates manufacturing overhead costs using direct manufacturing labor costs. Dakota provides the following information: $$\begin{array}{lcc} & \text { Budget for 2017 } & \text { Actual Results for 2017 } \\ \hline \text { Direct material costs } & \$ 2,250,000 & \$ 2,150,000 \\ \text { Direct manufacturing labor costs } & 1,700,000 & 1,650,000 \\ \text { Manufacturing overhead costs } & 3,060,000 & 3,217,500 \end{array}$$ 1\. Compute the actual and budgeted manufacturing overhead rates for 2017 . 2\. During March, the job-cost record for Job 626 contained the following information: Direct materials used Direct manufacturing labor costs \(\$ 55,000\) \(\$ 45,000\) Compute the cost of Job 626 using (a) actual costing and (b) normal costing. 3\. At the end of 2017 , compute the under-or overallocated manufacturing overhead under normal costing. Why is there no under- or overallocated manufacturing overhead under actual costing? 4\. Why might managers at Dakota Products prefer to use normal costing?

Atkinson Construction assembles residential houses. It uses a job-costing system with two direct-cost categories (direct materials and direct labor) and one indirect-cost pool (assembly support). Direct labor-hours is the allocation base for assembly support costs. In December 2016, Atkinson budgets 2017 assembly-support costs to be \(8,800,000 and 2017 direct labor- hours to be 220,000. At the end of 2017 , Atkinson is comparing the costs of several jobs that were started and completed in 2017 . $$\begin{array}{lcc} & \text { Laguna Model } & \text { Mission Model } \\ \hline \text { Construction period } & \text { Feb-June 2017 } & \text { May-0ct 2017 } \\ \text { Direct material costs } & \$ 106,550 & \$ 127,450 \\ \text { Direct labor costs } & \$ 36,250 & \$ 41,130 \\ \text { Direct labor-hours } & 970 & 1,000 \end{array}$$ Direct materials and direct labor are paid for on a contract basis. The costs of each are known when direct materials are used or when direct labor-hours are worked. The 2017 actual assembly-support costs were \)\$ 8,400,000,$ and the actual direct labor-hours were 200,000. 1\. Compute the (a) budgeted indirect-cost rate and (b) actual indirect-cost rate. Why do they differ? 2\. What are the job costs of the Laguna Model and the Mission Model using (a) normal costing and (b) actual costing? 3\. Why might Atkinson Construction prefer normal costing over actual costing?

Taylor Company uses normal costing. It allocates manufacturing overhead costs using a budgeted rate per machine-hour. The following data are available for 2017: Budgeted manufacturing overhead costs Budgeted machine-hours Actual manufacturing overhead costs Actual machine-hours \(\$ 3,800,000\) 200,000 \(\$ 3,660,000\) 196,000 1\. Calculate the budgeted manufacturing overhead rate. 2\. Calculate the manufacturing overhead allocated during 2017 . 3\. Calculate the amount of under- or overallocated manufacturing overhead. Why do Taylor's managers need to calculate this amount?

Why might an advertising agency use job costing for an advertising campaign by PepsiCo, whereas a bank might use process costing to determine the cost of checking account deposits?

Describe three alternative ways to dispose of under- or overallocated overhead costs.

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