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alex41 [277]
2 years ago
12

Sunland Company reports the following operating results for the month of August: sales $382,500 (units 5,100), variable costs $2

59,000, and fixed costs $99,000. Management is considering the following independent courses of action to increase net income.
1. Increase selling price by 12% with no change in total variable costs or units sold.
2. Reduce variable costs to 65% of sales.
a. Compute the net income to be earned under each alternative.
b. Which course of action will produce the higher net income?
Business
1 answer:
Aleksandr [31]2 years ago
4 0

Answer:

Sunland Company

                                        Alternative 1        Alternative 2

a. Net income                      $70,400                $34,875

b. Alternative 1 (increasing selling price by 12% with no change in total variable costs or units sold) produces the higher net income.

Explanation:

a) Data and Calculations:

August sales = $382,500

Sales units = 5,100

Unit selling price = $75 ($382,500/5,100)

Variable costs = $259,000

Unit variable cost = $50.78 ($259,000/5,100)

Fixed costs = $99,000

Increase in selling price = 12% = $84 ($75 * 1.12)

Reduction in variable costs = 65% of sales

                                        Alternative 1        Alternative 2

Sales revenue                  $428,400            $382,500

Variable costs                    259,000              248,625

Contribution margin        $169,400              $133,875

Fixed costs                          99,000                 99,000

Net operating income      $70,400                $34,875

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Solution :

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Inflation rate = 2

\text{Nominal interest rate} = \text{real interest rate} + \text{inflation rate}

\text{Nominal interest rate} = 2 + 4.5

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\text{After tax nominal rate} = \text{Nominal interest rate} $\times (1-\text{tax rate})$

\text{After tax nominal interest rate} = $6.5 \times (1-0.10)$

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After tax real interest rate = \text{after tax nominal rate} - \text{inflation rate}

                                           = 5.85 - 2.0

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\text{Inflation rate} = 7.0

\text{Real interest rate = 4.5}

\text{Nominal interest rate} = \text{real interest rate} + \text{inflation rate}

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                                  = 11.5

\text{After tax nominal interest rate} = \text{Nominal interest rate} $\times (1-\text{tax rate })$

                                                  $=11.5 \times (1 - 0.10)$

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\text{After tax nominal interest rate} = 11.5 x (1 - 0.10)

                                          = 11.5 x 0.90

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                                           = 10.35 - 7.0

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Putting all the value in table :

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2.0                             4.5                  6.5                        5.85                   3.85

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