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lawyer [7]
3 years ago
12

E24-3 (Segmented Reporting) Carlton Company is involved in four separate industries. The following information is available for

each of the four industries.
Operating Segment Total Revenue Operating Profit (Loss) Identifiable Assets
W $60,000 $15,000 $167,000
X 10,000 3,000 83,000
Y 23,000 (2,000) 21,000
Z 9,000 1,000 19,000
$102,000 $17,000 $290,000
Instructions:
Determine which of the operating segments are reportable based on the:
(a) Revenue test.
(b) Operating profit (loss) test.
(c) Identifiable assets test.
Business
1 answer:
iris [78.8K]3 years ago
6 0

Answer:

(a) Revenue test.

Only report segments that generate at least 10% of total revenues:

  • W
  • X
  • Y

(b) Operating profit (loss) test.

Only report segments that generate at least 10% of profits or losses:

  • W
  • X
  • Y

(c) Identifiable assets test.

Only report segments that account for at least 10% of combined assets:

  • W
  • X

Explanation:

Operating               Total                 Operating              Identifiable  

segment                 revenue            profit (loss)             assets

W                            $60,000             $15,000               $167,000

X                             $10,000               $3,000                $83,000

Y                             $23,000             ($2,000)               $21,000

Z                               $9,000                $1,000                $19,000

<u>                              $102,000             $17,000              $290,000</u>

10%                         $10,200                $1,700                $29,000

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Answer:

Average annual rate of return should Louis expect to earn over the next four years is 10.7%

Explanation:

The formula we are going o use is:

Expected\ Return=\{(\frac{R-1}{N-1})*i_{g}\}+\{(\frac{N-R}{N-1})*i_{a}\}

Where:

R is the number of years over which Louis expect to earn.

N is the number of years of average arithmetic return.

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i_{a} is the average arithmetic return =11%=0.11.

Solution:

Expected\ Return=\{(\frac{R-1}{N-1})*i_{g}\}+\{(\frac{N-R}{N-1})*i_{a}\}\\Expected\ Return=\{(\frac{4-1}{6-1})*0.105\}+\{(\frac{6-4}{6-1})*0.11\}\\Expected\ Return=0.107

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Answer:

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Answer:

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