Respuesta :
Answer:
The total factory overhead allocated per unit of Rings is $53.25 (non of the above suggestions)
Explanation:
First Determine the Overhead Rates for each department
Assembly Department :
Overhead Rates = Total Overhead Cost / Total Cost Driver (Allocation Base)
Note : Assembly Department uses direct labor hours as allocation base
= $105,000 / (1000×4+2000×3)
= $ 10.50 per direct labor hour
Fabrication Department :
Overhead Rates = Total Overhead Cost / Total Cost Driver (Allocation Base)
Note : Fabrication Department uses machine hours as an allocation base
= $90,000 / (1000×6+2000×9)
= $ 3.75 per machine hour
Then Allocate cost to Ring
Assembly Department = ($ 10.50 × 4) $42.00
Fabrication Department = ( $3.75 × 3) $11.25
The Total factory overhead per unit of Ring $53.25
Answer: D. $64.5
Explanation:
Given the following ;
Unit of Dings = 2000
Unit OF Rings = 1000
ASSEMBLY DEPARTMENT :
Direct labor hours(Rings) = 4
Direct labor hours(Dings) = 3
FABRICATION DEPARTMENT :
Direct Machine hours(Rings) = 6
Direct Machine hours(Dings) = 9
USING THE MULTIPLE PRODUCTION DEPARTMENT FACTORY OVERHEAD RATE
OVERHEAD RATE BY Department :
ASSEMBLY department :
Allocation base ( direct labor hours)
Overhead rate = Estimated total actor overhead ÷ total unit of allocation base
$105,000 ÷ (4×1000)+(3×2000) =
$105,000 ÷ 10000 = $10.5
FABRICATION department :
Allocation base ( direct Machine hours)
Overhead rate = Estimated total actor overhead ÷ total unit of allocation base
$90,000 ÷ (6×1000)+(9×2000)
$90,000 ÷ 24,000 = $3.75
Total factory overhead allocated per unit of Ring =
Assembly department = (4 × $10.5) = $42.0
Fabrication department = (6 × $3.75)
$22.5
$(42.0 + 22.5) = $64.5