SOLUTION
A. Predetermined Overhead rate = Estimated Overheads for the year / Estimated direct labor hours
= $455,400 / 99,000
= $4.60 per direct labor hour
Estimated overheads for the year = (23,600*11) + $195,800
= 455,400
Estimated direct labor hours = (7,700*9) + (9,900*3)
= 69,300 + 29,700 = 99,000
B. Direct Labor hours required per unit = Actual direct labor hours for the year / Total Units produced in a year
= 99,000 / [(3,850*9)+(4,950*3)]
= 99,000 / 49,500
= 2
January | March | August | |
Units produced (A) | 3,850 | 3,850 | 4,950 |
Direct Labor hours per unit (B) | 2 | 2 | 2 |
Total Direct Labor hours (C=A*B) | 7,700 | 7,700 | 9,900 |
Overhead rate per direct labor hour (D) | $4.60 | $4.60 | $4.60 |
Overhead allocated (C*D) | 35,420 | 35,420 | 45,540 |
C.
January | March | August | |
Direct Material | 11.70 | 11.70 | 11.70 |
Direct Labor | 24.20 | 24.20 | 24.20 |
Overheads (35,420/3,850) , (45,540/4,950) | 9.20 | 9.20 | 9.20 |
Cost per Unit | 45.10 | 45.10 | 45.10 |
D.
January | March | August | |
Cost per unit | 45.10 | 45.10 | 45.10 |
Add : Gross Margin per unit | 20.60 | 20.60 | 20.60 |
Price per unit | 65.70 | 65.70 | 65.70 |
Balrd Corporation estimated its overhead costs would be $23,600 per month except for January when it...
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