In: Accounting
The following information is available for Lock-Tite Company, which produces special-order security products and uses a job order costing system.
April 30 | May 31 | ||||||
Inventories | |||||||
Raw materials | $ | 34,000 | $ | 30,000 | |||
Work in process | 9,900 | 19,500 | |||||
Finished goods | 70,000 | 34,500 | |||||
Activities and information for May | |||||||
Raw materials purchases (paid with cash) | 187,000 | ||||||
Factory payroll (paid with cash) | 250,000 | ||||||
Factory overhead | |||||||
Indirect materials | 13,000 | ||||||
Indirect labor | 57,500 | ||||||
Other overhead costs | 109,000 | ||||||
Sales (received in cash) | 1,600,000 | ||||||
Predetermined overhead rate based on direct labor cost | 55 | % | |||||
Compute the following amounts for the month of May using T-accounts.
*Do not consider any underapplied or overapplied overhead.
Answer of Part 1:
Raw Materials Available = Beginning Raw Material Inventory +
Purchases
Raw Materials Available = $34,000 + $187,000
Raw Materials Available = $221,000
Total Raw Material Used = Raw Materials Available – Ending Raw
Material Inventory
Total Raw Material Used = $221,000 - $30,000
Total Raw Material Used = $191,000
Cost of Direct Materials Used = Total Raw Material Used –
Indirect Materials Used
Cost of Direct Materials Used = $191,000 - $13,000
Cost of Direct Materials Used = $178,000
Answer of Part 2:
Cost of Direct Labor Used = Total Factory Payroll – Indirect
Labor
Cost of Direct Labor Used = $250,000 - $57,500
Cost of Direct Labor Used = $192,500
Answer of Part 3:
Total Cost of Work in Process = Beginning Work in Process
Inventory + Direct Materials + Direct Labor + Overhead
Applied
Total Cost of Work in Process = $9,900 + $178,000 + $192,500 +
$192,500*55%
Total Cost of Work in Process = $9,900 + $178,000 + $192,500 +
$105,875
Total Cost of Work in Process = $486,275
Cost of Goods Manufactured = Total Cost of Work in Process –
Ending Work in Process Inventory
Cost of Goods Manufactured = $486,275 - $19,500
Cost of Goods Manufactured = $466,775
Answer of Part 4:
Cost of Goods Sold = Beginning Finished Goods Inventory + Cost
of Goods Manufactured – Ending Finished Goods Inventory
Cost of Goods Sold = $70,000 + $466,775 - $34,500
Cost of Goods Sold = $502,275
Answer of Part 5:
Gross Profit = Sales – Cost of Goods sold
Gross Profit = $1,600,000 - $502,275
Gross Profit = $1,097,725