In: Accounting
Munoz, Inc., produces a special line of plastic toy racing cars. Munoz, Inc., produces the cars in batches. To manufacture a batch of the cars, Munoz, Inc., must set up the machines and molds. Setup costs are batch-level costs because they are associated with batches rather than individual units of products. A separate Setup Department is responsible for setting up machines and molds for different styles of car.
Setup overhead costs consist of some costs that are variable and some costs that are fixed with respect to the number of setup-hours. The following information pertains to June 2015:
Actual Amounts |
Static-budget Amounts |
|
Units produced and sold |
14 comma 80014,800 |
11 comma 80011,800 |
Batch size (number of units per batch) |
285285 |
245245 |
Setup-hours per batch |
44 |
5.255.25 |
Variable overhead cost per setup-hour |
$ 43$43 |
$ 40$40 |
Total fixed setup overhead costs |
$ 14 comma 695$14,695 |
$ 12 comma 645$12,645 |
Calculate the efficiency variance for variable overhead setup costs.
A.
$ 623$623
favorable
B.
$ 4 comma 377$4,377
favorable
C.
$ 4 comma 377$4,377
unfavorable
D.
$ 623$623
unfavorable
Click to select your answer.
|
Efficiency variance for variable overhead setup costs.
The variable overhead efficiency variance is the difference between the actual hours worked and the budgeted hours worked multiplied by the Variable overhead cost per setup-hour
Efficiency variance for variable overhead setup costs. = (Actual Hours worked – Budgeted hours worked) x Variable overhead cost per setup-hour
Actual Hours worked = 207.72 Hours [(14,800 units / 285 units) x 4 Hours per unit]
Budgeted Hours worked = 317.14 Hours [(14,800 units / 245 units) x 5.25 Hours per unit]
Therefore, the Efficiency variance for variable overhead setup costs. = (Actual Hours worked – Budgeted hours worked) x Variable overhead cost per setup-hour
= (207.72 Hours – 317.14 Hours) x $40 per hour
= -109.42 Hours x $40 per hour
= -$4,377 F (Favorable)
“Hence, the efficiency variance for variable overhead setup costs would be (B). -$4,377 F (Favorable)”