Answer:
$1,456,440
Explanation:
Given that,
Budgeted production = 45,800
Direct labor hours per unit = 1.5
Cost of cutting and sewing labor = $21.20 per hour
Total direct labor hours required:
= Budgeted production × Direct labor hours per unit
= 45,800 × 1.5
= 68,700
Total direct labor cost:
= Total direct labor hours required × cost per hour
= 68,700 × $21.20
= $1,456,440
Answer: A is not the correct answer
Explanation: i took the test the correct answer is D
Answer:
$3.00
Explanation:
Calaculation of the approximate overhead cost per unit of Product A under activity-based costing:
The first step is to calculate for the Activity 1 allocated to Product A line which is :
$87,000 × 3,000/5,800
=$261,000,000/5,800
=$45,000
The second step is to calaculate for Activity 2 allocated to Product A line which is :
$62,000 × 4,500/10,000
$279,000,000/10,000
=$27,900
The third step is to calculate for Activity 3 allocated to Product A line which is :
$93,000 × 2,500/7,750
=$232,500,000/7,750
=$30,000
The total overhead allocated to Product A
$45,000+$30,000+$27,900
= $102,900
Overhead per unit of Product A: $102,900/Annual production of 34,300 units
= $3.00
Therefore the approximate overhead cost per unit of Product A under activity-based costing will be $3.00
Answer: See explanation
Explanation:
A. The number of units started in the second department during April will be the number of units that is transferred in from the first department. This will be
= 19000 units
B. The number of units completed in the second department during April will be:
= Beginning units + Started Unit - Ending units
= 4000 + 19000 - 5500
= 17500 units
C. The number of units started and completed in the second department during April will be:
= Completed units - units in beginning WIP
= 17500 – 4000
= 13500 units.
