Answer:
$204,000
Explanation:
Given that
Total manufacturing costs = $320,000
Manufacturing overhead = $52,000
Direct materials = $64,000
The computation of direct labor cost is shown below:-
Direct labor cost = Total manufacturing costs + Manufacturing overhead + direct materials
= $320,000 - $52,000 - $64,000
= $204,000
Therefore for computing the direct labor cost we simply applied the above formula.
Answer:
We should discontinue Product B
Explanation:
We should check if Product B generates a contribution or not:
We subtract from the sales revenues the variable cost:
revenue 39,500
variable cost of goods sold (25,500)
variable selling expenses <u> (16,500) </u>
Contribution (2,500)
<em>As the contribution is negative, we should discontinue </em>Product B as is less expensevely to stop production than continue.
Answer:
Estimated manufacturing overhead rate= $77 per direct labor hour
Explanation:
Giving the following information:
Production:
Product A: 1,850 units
Product B: 1,250
Hours required:
Product A: requires 0.3 direct labor-hours per unit
Product B: requires 0.6 direct labor-hours per unit.
The total estimated overhead for the next period is $100,485.
First, we need to calculate the total amount of direct labor hours required:
Total direct labor hours= 0.3*1,850 + 0.6*1,250= 1,305 hour
To calculate the estimated manufacturing overhead rate we need to use the following formula:
Estimated manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base
Estimated manufacturing overhead rate= 100,485/1,305= $77 per direct labor hour
Answer:
Explanation:
We mulitply each line by the stated percent of each activity
<u>for example</u>
Setting Up % x Utilities= Utilities cost assigned to setting up
199,000x 75% = 149,250
Assembly % Depreciation= Depreciation cost assigned to assembly
35% x 290,000 = 101,500
This process must be done to assign each portion of cost.
The number of units that Starling Co. sold was 11200
<u>Explanation:</u>
Given -
Operating income = $28,800
Fixed cost = $38,400
Selling price of one unit = $12
Variable cost = $12
Number of units sold, n = ?
Contribution margin per unit = $18 - $12
= $6
Therefore, number of units that Starling Co. sold was 11200