Answer all the parts of the question.
SOLUTION
1. Total direct labor hours needed = Direct labor hours needed for Rascon + Direct labor hours needed for Parcel
= (18,000*0.10) + (45,000*0.15)
= 1,800 + 6,750 = 8,550
Total Expected manufacturing overhead costs = $222,300
Overhead rate per direct labor hour = 222,300 / 8,550 = $26
Unit product cost-
Rascon | Parcel | |
Direct materials cost per unit | 14 | 5 |
Direct labor cost per unit | 2.70 | 3.80 |
Overhead cost per unit (26*0.10), (26*0.15) | 2.60 | 3.90 |
Unit Product Cost | 19.31 | 12.70 |
2. Calculation of Overhead allocation :
Half Overhead on the basis of traditional costing system:
Manufacturing overhead costs = (222,300/2) = 111,150
Total direct labor hours needed = 8,550
Overhead rate per direct labor hour = 111,150 / 8,550 = $13
Half Overhead on the basis of ABC system:
Manufacturing overhead costs = (222,300/2) = 111,150
Total Engineering design time = 8,600
Overhead rate per engineering hour = 111,150 / 8,600 = 12.92
Unit product cost-
Rascon | Parcel | |
Direct materials cost per unit | 14 | 5 |
Direct labor cost per unit | 2.70 | 3.80 |
Overhead cost per unit: | ||
Half Overhead on the basis of traditional costing system (13*0.10),(13*0.15) | 1.30 | 1.95 |
Half Overhead on the basis of ABC system[($12.92*4,300)/18,000],[($12.92*4,300)/45,000] | 3.09 | 1.23 |
Unit Product Cost | 21.09 | 11.98 |
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