General Corporation employs a job order cost system. On May 1 the following bala
ID: 2376541 • Letter: G
Question
General Corporation employs a job order cost system. On May 1 the following balances were extracted from the general ledger;
Work in process $ 35,200
Finished goods 86,900
Cost of goods sold 128,700
Work in Process consisted of two jobs, no. 101 ($20,400) and no. 103 ($14,800). During May, direct materials requisitioned from the storeroom amounted to $96,500, and direct labor incurred totaled $114,500. These figures are subdivided as follows:
Direct Materials
Direct Labor
Job No.
Amount
Job No.
Amount
101
$5,000
101
$7,800
115
19,500
103
20,800
116
36,200
115
42,000
Other
35,800
116
18,000
$96,500
Other
25,900
$114,500
Job no. 115 was the only job in process at the end of the month. Job no. 101 and three "other" jobs were sold during May at a profit of 20% of cost. The "other" jobs contained material and labor charges of $21,000 and $17,400, respectively.
General applies overhead daily at the rate of 150% of direct labor cost as labor summaries are posted to job orders. The firm's fiscal year ends on May 31.
Instructions:
a. Compute the total overhead applied to production during May.
b. Compute the cost of the ending work in process inventory.
c. Compute the cost of jobs completed during May.
d. Compute the cost of goods sold for the year ended May 31.
Direct Materials
Direct Labor
Job No.
Amount
Job No.
Amount
101
$5,000
101
$7,800
115
19,500
103
20,800
116
36,200
115
42,000
Other
35,800
116
18,000
$96,500
Other
25,900
$114,500
Explanation / Answer
a. Compute the total overhead applied to production during May. Solution: Computation of the total overhead applied to production during May Total overhead applied = 114500 x 1.50 = $171,750 b. Compute the cost of the ending work in process inventory. Solution: Computation of the cost of the ending work in process inventory Cost of ending work in process inventory = 21000 + 17400 + (17400 x 1.50) Cost of ending work in process inventory = 21000 + 17400 + 26100 = $64,500 c. Compute the cost of jobs completed during May. Solution: Computation of the cost of jobs completed during May Cost of jobs completed during May = 35200 + 96500 + 114500 + 171750
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