Question

In: Accounting

Alternative problem E Goodwin Company has three segments: 1, 2, and 3. Data regarding these segments...

Alternative problem E Goodwin Company has three segments: 1, 2, and 3. Data regarding these

segments follow:

Segment 1      Segment 2      Segment 3

Contribution to indirect expenses $ 432,000        $ 208,800        $ 72,000

Assets directly used by and identified

with the segment                        3,600,000           1,440,000     360,000

a. Calculate the return on investment for each segment. Rank them from highest to lowest.

b. Assume the cost of capital is 10% for a segment. Calculate the residual income for each

segment. Rank them from highest to lowest.

c. Repeat (b), but assume the desired cost of capital is 14 per cent. Rank the segments from highest

to lowest.

Solutions

Expert Solution

  • All working forms part of the answer
  • Requirement a

Working

Segment 1

Segment 2

Segment 3

A

Contribution to indirect expenses

$         432,000.00

$        208,800.00

$          72,000.00

B

Assets

$     3,600,000.00

$    1,440,000.00

$       360,000.00

C = (A/B) x 100

Return on Investments

12.00%

14.50%

20.00%

  • Requirement b

Working

Segment 1

Segment 2

Segment 3

A

Assets

$     3,600,000.00

$    1,440,000.00

$       360,000.00

B

Cost of Capital

10%

10%

10%

C = A x B

Desired Contribution

$         360,000.00

$        144,000.00

$          36,000.00

D

Actual Contribution

$         432,000.00

$        208,800.00

$          72,000.00

E = D - C

Residual Income

$           72,000.00

$          64,800.00

$          36,000.00

Ranking

1st

2nd

3rd

  • Requirement c

Working

Segment 1

Segment 2

Segment 3

A

Assets

$     3,600,000.00

$    1,440,000.00

$       360,000.00

B

Cost of Capital

14%

14%

14%

C = A x B

Desired Contribution

$         504,000.00

$        201,600.00

$          50,400.00

D

Actual Contribution

$         432,000.00

$        208,800.00

$          72,000.00

E = D - C

Residual Income

$         (72,000.00)

$            7,200.00

$          21,600.00

Ranking

3rd

2nd

1st


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