Question

In: Accounting

Adriana Corporation manufactures football equipment. In planning for next year, the managers want to understand the...

Adriana Corporation manufactures football equipment. In planning for next year, the managers want to understand the relation between activity and overhead costs. Discussions with the plant supervisor suggest that overhead seems to vary with labor-hours, machine-hours, or both. The following data were collected from last year's operations.

Month Labor-Hours Machine-Hours Overhead Costs
1 735 1,364 $ 102,675
2 715 1,407 103,885
3 675 1,519 109,961
4 745 1,445 108,299
5 780 1,591 116,141
6 755 1,584 114,405
7 735 1,388 107,088
8 725 1,315 102,033
9 710 1,455 106,321
10 800 1,554 113,085
11 675 1,292 101,793
12 710 1,618 115,322


Required:

a. Use the high-low method to estimate the fixed and variable portions of overhead costs based on machine-hours.

b. Managers expect the plant to operate at a monthly average of 1,700 machine-hours next year. What are the estimated monthly overhead costs, assuming no inflation?

Solutions

Expert Solution

Answer a.

Highest activity:

Overhead costs = $115,322
Machine hours = 1,618

Lowest activity:

Overhead costs = $101,793
Machine hours = 1,292

Variable overhead cost per machine hour = (Overhead cost at highest activity - Overhead cost at lowest activity) / (Machine hours at highest activity - Machine hours at lowest activity)
Variable overhead cost per machine hour = ($115,322 - $101,793) / (1,618 - 1,292)
Variable overhead cost per machine hour = $13,529 / 326
Variable overhead cost per machine hour = $41.50

Fixed overhead cost = Overhead cost at highest activity - Variable overhead cost per machine hour * Machine hours at highest activity
Fixed overhead cost = $115,322 - $41.50 * 1,618
Fixed overhead cost = $115,322 - $67,147
Fixed overhead cost = $48,175

Answer b.

Estimated overhead costs = Variable overhead cost per machine hour * Estimated Machine hours + Fixed overhead cost
Estimated overhead costs = $41.50 * 1,700 + $48,175
Estimated overhead costs = $70,550 + $48,175
Estimated overhead costs = $118,725


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