In: Accounting
7.
Kray Inc., which produces a single product, has provided the following data for its most recent month of operations. There were no beginning or ending inventories.
Number of units produced |
6,000 |
|
Variable costs per unit: |
||
Direct materials |
$ |
40 |
Direct labor |
$ |
19 |
Variable manufacturing overhead |
$ |
8 |
Variable selling and administrative expense |
$ |
2 |
Fixed costs: |
||
Fixed manufacturing overhead |
$ |
144,000 |
Fixed selling and administrative expense |
$ |
198,000 |
The absorption costing unit product cost was
$69 per unit
$61 per unit
$67 per unit
$91 per unit
9.
A business operated at 100% of capacity during its first month, with the following results:
Sales (120 units) | $600,000 | |
Production costs (150 units): | ||
Direct materials | $75,000 | |
Direct labor | 18,750 | |
Variable factory overhead | 33,750 | |
Fixed factory overhead | 30,000 | 157,500 |
Operating expenses: | ||
Variable operating expenses | $5,980 | |
Fixed operating expenses | 4,210 | 10,190 |
The amount of operating income that would be reported on the variable costing income statement is
a.$589,810
b.$457,810
c.$492,020
d.$599,850
Answer to Question 7:
Fixed manufacturing overhead per unit = Fixed manufacturing
overhead / Number of units produced
Fixed manufacturing overhead per unit = $144,000 / 6,000
Fixed manufacturing overhead per unit = $24.00
Cost per unit = Direct materials + Direct labor + Variable
manufacturing overhead + Fixed manufacturing overhead
Cost per unit = $40.00 + $19.00 + $8.00 + $24.00
Cost per unit = $91.00
Answer to Question 9:
Variable production cost = Direct materials + Direct labor +
Variable factory overhead
Variable production cost = $75,000 + $18,750 + $33,750
Variable production cost = $127,500
Variable cost per unit = Variable production cost / Units
produced
Variable cost per unit = $127,500 / 150
Variable cost per unit = $850
Contribution margin = Sales - Variable cost per unit * Units
sold - Variable operating expenses
Contribution margin = $600,000 - $850 * 120 - $5,980
Contribution margin = $492,020
Operating income = Contribution margin - Fixed factory overhead
- Fixed operating expenses
Operating income = $492,020 - $30,000 - $4,210
Operating income = $457,810