Math Problem Statement
Solution
To determine the total amount debited to Finished Goods Inventory, we need to calculate the total manufacturing costs incurred during the year and subtract the ending balance of work-in-process (WIP) inventory.
Here’s the calculation:
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Total Manufacturing Costs:
- Materials placed into production: $140,000
- Direct labor: $160,000
- Applied factory overhead: $100,000
Total Manufacturing Costs = $140,000 + $160,000 + $100,000 = $400,000
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Adjust for Ending Work-in-Process Inventory:
- Since the work-in-process inventory has a $0 beginning balance, the only adjustment is for the end of period WIP inventory.
- End of period WIP inventory: $30,000
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Total Cost Transferred to Finished Goods Inventory:
Thus, the total amount debited to Finished Goods Inventory for the year is $370,000.
Would you like a detailed breakdown of the job-order costing process, or do you have any other questions?
Related Questions
- How is applied overhead calculated in a job-order costing system?
- What would happen to the total if there was a beginning balance in WIP inventory?
- How does a job-order costing system differ from process costing?
- Why is it important to adjust for WIP inventory in the calculation?
- How would underapplied or overapplied overhead impact Finished Goods Inventory?
Tip
In job-order costing, it’s essential to track all direct and indirect costs associated with production to ensure accurate financial records and inventory valuation.
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Math Problem Analysis
Mathematical Concepts
Cost Accounting
Job-Order Costing
Formulas
Total Manufacturing Costs = Materials placed into production + Direct labor + Applied factory overhead
Total Cost Transferred to Finished Goods Inventory = Total Manufacturing Costs - Ending Work-in-Process Inventory
Theorems
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Suitable Grade Level
College (Accounting and Business Courses)
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