Tyler Tooling Company uses a job order cost system with overhead
applied to products on the basis of machine hours. For the upcoming
year, the company estimated its total manufacturing overhead cost
at $228,660 and total machine hours at 61,800. During the first
month of operations, the company worked on three jobs and recorded
the following actual direct materials cost, direct labor cost, and
machine hours for each job:
Job 101 | Job 102 | Job 103 | Total | |||||||||
Direct materials used | $ | 10,800 | $ | 8,100 | $ | 5,000 | $ | 23,900 | ||||
Direct labor | $ | 18,000 | $ | 6,200 | $ | 5,700 | $ | 29,900 | ||||
Machine hours | 1,400 | hours | 2,600 | hours | 800 | hours | 4,800 | hours | ||||
Job 101 was completed and sold for $50,400.
Job 102 was completed but not sold.
Job 103 is still in process.
Actual overhead costs recorded during the first month of operations
totaled $16,760.
Required:
1. Calculate the predetermined overhead rate.
(Round your answer to 2 decimal places.)
2. Compute the total manufacturing overhead applied to the Work in Process Inventory account during the first month of operations. (Round your intermediate calculations to 2 decimal places.)
3. Compute the balance in the Work in Process Inventory account at the end of the first month. (Round your intermediate calculations to 2 decimal places.)
4. How much gross profit would the company report during the first month of operations before making an adjustment for over- or underapplied manufacturing overhead? (Round your intermediate calculations to 2 decimal places.)
5-a. Determine the balance in the Manufacturing Overhead account at the end of the first month. (Round your intermediate calculations to 2 decimal places.)
5-b. Is it over- or underapplied?
1. Predetermined overhead rate = Estimated total manufacturing overhead cost / Estimated hours = 228,660 / 61800 = 3.7 per hour
2. Total manufacturing overhead applied to the Work in Process Inventory account = 3.7 * 4800 = 17760
3. Balance in the Work in Process Inventory account = 5000 + 5700 + 800 * 3.7 = 13660
4. Gross profit = 50400 - 10800 - 18000 - (3.7* 1400) = 16420
5. Balance in manufacturing overhead = 17760 - 16760 = 1000
5b. It is overapplied.
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