Question

In: Accounting

Garrison, Inc., which uses a job-costing system, began business on January 1, 20x3 and applies manufacturing...

Garrison, Inc., which uses a job-costing system, began business on January 1, 20x3 and applies manufacturing overhead on the basis of direct-labor cost. The following information relates to 20x3:

  • Budgeted direct labor and manufacturing overhead were anticipated to be $370,000 and $555,000, respectively.

  • Job nos. 1, 2, and 3 were begun during the year and had the following charges for direct material and direct labor:

Job No. Direct Materials Direct Labor
1 $ 162,000 $ 52,000
2 337,000 82,000
3 72,000 97,000
  • Job nos. 1 and 2 were completed and sold on account to customers at a profit of 65% of cost. Job no. 3 remained in production.

  • Actual manufacturing overhead by year-end totaled $355,000. Garrison adjusts all under- and overapplied overhead to cost of goods sold.

Required:

  1. Compute the company's predetermined overhead application rate.

  2. Compute Garrison’s ending work-in-process inventory.

  3. Determine Garrison’s sales revenue.

  4. Was manufacturing overhead under- or overapplied during 20x3? By how much?

  5. Present the necessary journal entry to handle under- or overapplied manufacturing overhead at year-end.

Solutions

Expert Solution

Job No. 1 Job No. 2 Job No. 3
Direct Material $         162,000 $         337,000 $          72,000
Direct Labor $           52,000 $           82,000 $          97,000
Overhead $           78,000 $         123,000 $       145,500
Total Costs $        292,000 $         542,000 $       314,500

1. Overhead rate = $555000 / 370000 = 150% of Direct Labor Cost

2. Ending Work in Process = $314,500 i.e. for Job No. 3

3. Sales Revenue = ($292000+542000) x 165% = $1,376,100

4.
Total Overhead applied = $346,500
Since overhead applied is lower, overhead is under-applied.

Under-applied overhead = $355000-346500 = $8500

5.

Account Titles Debit Credit
Cost of Goods Sold $             8,500
       Manufacturing Overhead $              8,500

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