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marishachu [46]
3 years ago
10

Selected sales and operating data for three divisions of different structural engineering firms are given as follows: Division A

Division B Division C Sales $ 15,200,000 $ 35,200,000 $ 25,200,000 Average operating assets $ 3,040,000 $ 7,040,000 $ 5,040,000 Net operating income $ 668,800 $ 563,200 $ 655,200 Minimum required rate of return 9.00 % 9.50 % 13.00 % Required: 1. Compute the margin, turnover, and return on investment (ROI) for each division. 2. Compute the residual income (loss) for each division. 3. Assume that each division is presented with an investment opportunity that would yield a 10% rate of return. a. If performance is being measured by ROI, which division or divisions will probably accept the opportunity? b. If performance is being measured by residual income, which division or divisions will probably accept the opportunity?
Business
1 answer:
earnstyle [38]3 years ago
5 0

Answer:

1. See the calculations under part 1 below.

2. We have:

Division A's Residual Income (loss) = $395,200

Division B's Residual Income (loss) = (105,600)

Division C's Residual Income (loss) = $0

3.a. Only Division B will accept the investment opportunity.

3.b. Divisions A and B will accept the investment opportunity.

Explanation:

Given:

                                               Division A         Division B          Division C

Sales                                    $15,200,000    $35,200,000    $25,200,000

Average operating assets   $3,040,000      $7,040,000       $5,040,000

Net operating income             $668,800         $563,200          $655,200

Min. req'd rate of return               9.00%                9.50%               13.00%

Therefore, we have:

1. Compute the margin, turnover, and return on investment (ROI) for each division.

The formulae for calculating these are:

Margin = Net Operating Income / Sales

Turnover = Sales / Average Operating Assets

Return on Investment = Margin * Turnover

Therefore, we have:

Division A:

Margin = $668,800 / $15,200,000 = 0.0440, or 4.40%

Turnover = $15,200,000 / $3,040,000 = 5 times

Return on Investment = 4.40% * 5 = 22%

Division B:

Margin = $563,200 / $35,200,000 = 0.0160, or 1.60%

Turnover = $35,200,000 / $7,040,000 = 5 times

Return on Investment = 1.60% * 5 = 8%

Division C:

Margin = $655,200 / $25,200,000 = 0.0260, or 2.60%

Turnover = $25,200,000 / $5,040,000 = 5 times

Return on Investment = 2.60% * 5 = 13%

2. Compute the residual income (loss) for each division.

The formula for calculating this is:

Residual Income (loss) = Net Operating Income - Minimum Required Return * Average Operating Assets

Therefore, we have:

Division A's Residual Income (loss) = $668,800 - (9.00% * $3,040,000) = $395,200

Division B's Residual Income (loss) = $563,200 - (9.50% * $7,040,000) = (105,600.00)

Division C's Residual Income (loss) = $655,200 - (13.00% * $5,040,000) = $0

3-a. If performance is being measured by ROI, which division or divisions will probably accept the opportunity?

The decision criterion is for a division to accept the investment opportunity if its Return on Investment (ROI) is lower than 10%. Otherwise, reject.

Based on the Return on Investment results in part 1 above, only Division B will accept the investment opportunity.

3-b. If performance is being measured by residual income, which division or divisions will probably accept the opportunity?

The decision criterion is for a division to accept the investment opportunity if its minimum required rate of return is lower than 10%. Otherwise, reject.

Based on the information on minimum required rate of returns given in the question, Divisions A and B will accept the investment opportunity.

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On Jan 1 2020, Ethan Corporation issued 12% bonds with a face value of $4,000,000. These bonds mature in ten years, and interest
AVprozaik [17]

Answer:

Ethan Corporation

Using the effective-interest method of amortization, the amount of interest expense that should be reported for 2020 is:

= $449,096

Explanation:

a) Data and Calculations:

Face value of bonds issued = $4,000,000

Issue price of the bonds =         4,498,490

Premium on the bonds =            $498,490 ($4,498,490 - $4,000,000)

Coupon interest rate = 12%

Effective interest rate = 10%

Interest payments = June 30 and December 31

June 30:

Cash payment for bond interest = $240,000 ($4,000,000 * 6%)

Interest expense =                            224,925 ($4,498,490 * 5%)

Amortization of bond premium =      $15,075 ($240,000 - $224,925)

Bonds value = $4,483,415 ($4,498,490 - $15,075)

December 31:

Cash payment for bond interest = $240,000 ($4,000,000 * 6%)

Interest expense =                              224,171 ($4,483,415 * 5%)

Amortization of bond premium =      $15,829 ($240,000 - $224,171)

Bonds value = $4,467,586 ($4,483,415 - $15,829)

Interest expense for 2020 = $449,096 ($224,925 + $224,171)

4 0
2 years ago
EB15.
Airida [17]

Answer:

Instructions are listed below.

Explanation:

Giving the following information:

flexible budget:

direct materials of $3 per unit

direct labor of $2.50 per unit

manufacturing overhead of $1.25 per unit

Fixed costs are $49,000.

33,000 units:

Flexible budget:

Total direct marerial= 3*33,000= $99,000

Direct labor= 2.5*33,000= $82,500

MOH= 1.25*33,000= $41,250

Total manufacturing costs= $222,750

Fixed costs= 49,000

Total production costs= $271,750

35,000 units:

Total direct marerial= 3*35,000= $105,000

Direct labor= 2.5*35,000= $87,500

MOH= 1.25*35,000= $43,750

Total manufacturing costs= $236,250

Fixed costs= 49,000

Total production costs= $285,250

8 0
3 years ago
You got asked to analyze a 5-year project for your firm. The project produces an annual revenue of $28,000, but requires an annu
irina [24]

Answer:

The interest rate is i = 53.82%

Explanation:

Initail cost = 18.000

Salvage value = 0

Life = 5 years

Annual revenue = 28000

Annual cost = 6000

Net revenue = 28000 - 6000 = 22000

Tax rate = 40%

Depreciation per year = (Purchase value - Salvage value ) / life = 18000 / 5 = 3600

Taxable income = Net cash flow - Depreciation = 22000 - 3600 = 18400

Tax = Tax rate * Taxable income = 0.4 * 18400 = 7360

ATCF = Taxable income - Tax + Depreciation = 18400 - 7360 + 3600 = 10960

Let IRR be i%, then,

-18000 + 10960 * (P/A, i%, 5) = 0

(P/A, i%, 5) = 18000 / 10960 = 1.642336

Using trail and error method

When i = 50% , value of (P/A, i%, 5) = 1.736626

When i = 51% , value of (P/A, i%, 5) = 1.711012

When i = 53% , value of (P/A, i%, 5) = 1.661749

When i = 54% , value of (P/A, i%, 5) = 1.638054

Using interpolation

i = 53% + (1.661749 - 1.642336) / (1.661749 - 1.638054) *(54% - 53%)

i = 53% + 0.819%

i = 53.82%

7 0
3 years ago
A corporate charter specifies that the company may sell up to 32 million shares of stock. The company issues 24 million shares t
vesna_86 [32]

Answer: 15 million shares

Explanation:

From the question, we are given the information that a corporate charter specifies that the company may sell up to 32 million shares of stock and the company issues 24 million shares to investors and later repurchases 9 million shares.

The number of issued shares after these transactions have been accounted for will be the difference between the shares that were issued and the shares that were bought back. This will be:

= 24 million shares - 9 million shares

= 15 million shares

7 0
3 years ago
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