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9. Oriole Company has the following information available for September 2020. Unit selling price of video...

9. Oriole Company has the following information available for September 2020.

Unit selling price of video game consoles $420
Unit variable costs $252
Total fixed costs $63,840
Units sold 600

Compute the unit contribution margin.

Unit contribution margin________

  Prepare a CVP income statement that shows both total and per unit amounts.


Compute Oriole’ break-even point in units.
Break-even point in units_______

Prepare a CVP income statement for the break-even point that shows both total and per unit amounts.

10. Carla Vista Company reports the following operating results for the month of August: sales $357,000 (units 5,100), variable costs $256,000, and fixed costs $99,000. Management is considering the following independent courses of action to increase net income.

1. Increase selling price by 10% with no change in total variable costs or units sold.
2.

Reduce variable costs to 65% of sales.

Compute the net income to be earned under each alternative.

1. Net Income

$__________

2. Net Income

$_____________


Which course of action will produce the higher net income? select an option (Alternative1, Alternative2)

11. Carla Vista Diesel owns the Fredonia Barber Shop. He employs 4 barbers and pays each a base rate of $1,220 per month. One of the barbers serves as the manager and receives an extra $520 per month. In addition to the base rate, each barber also receives a commission of $6.40 per haircut.

Other costs are as follows.

Advertising $240 per month
Rent $900 per month
Barber supplies $0.50 per haircut
Utilities $165 per month plus $0.10 per haircut
Magazines $15 per month


Carla Vista currently charges $14 per haircut.

Determine the variable costs per haircut and the total monthly fixed costs. (Round variable costs to 2 decimal places, e.g. 2.25.)

Total variable cost per haircut $_______

Total fixed $_________

Compute the break-even point in units and dollars.

Break-even point _______ haircuts

Break even sales $_______  

Determine net income, assuming 1,510 haircuts are given in a month.

Net income / (Loss) $______

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Answer #1

9.

Unit Contribution Margin = Selling Price - Unit Variable Cost

= $420-$252

= $168

CVP Income Statement

CVP Income Statement
Total Per Unit
Sales $252,000 $420
(-)Variable Costs ($151,200) ($252)
Contribution Margin $100,800 $168
(-)Fixed Cost ($63,840) ($106.4)
Operating Profit $36,960 $61.6

Break-even Point (Units) = Fixed Cost/ Contribution Margin Unit

= $63,840/$168

= 380 Units

CVP Break-even Income Statement
Total Per Unit
Sales $159,600 $420
(-)Variable Cost ($ 95,760) ($252)
Contribution Margin $63,840 $168
(-)Fixed Cost ($63,840) ($168)
Operating Income $0 $0

10.

Income Under Current Scenario

Sales $357,000
(-)Variable Cost ($256,000)
Contribution Margin $101,000
(-)Fixed Cost ($ 99,000)
Operating Income $ 2,000

Income Under Alternative 1

Sales ($357,000 + 10%) $392,700
(-)Variable Costs ($256,000)
Contribution Margin $136,700
(-)Fixed Cost ($ 99,000)
Operating Income $37,700

Income Under Alternative 2

Sales $357,000
(-)Variable Costs ($357,000*65%) ($232,050)
Contribution Margin $124,950
(-)Fixed Cost ($ 99,000)
Operating Income $ 25,950

Alternative 1 Will Produce Higher Net Income.

11.

Calculation of Variable Cost per unit.

Commission $6.4

Barber Supplies $ .50

Utilities(Variable) $ .10

Unit Variable Cost $ 7

Calculation Of Total Fixed Costs

Base Salary($1,220*4) $4,880

Manager Salary $ 520

Advertising $ 240

Rent $ 900

Utilities(Fixed) $ 165

Magazine $ 15

Total Fixed Costs $6,720

Break Even Point In Units

= Fixed Cost/Contribution Per Unit

Contribution = $14-$7  

= $7

Break Even Units = $6,720/$7

= 960 Haircuts

​ Break Even Points Sales

= Fixed Cost/Contribution Ratio

Contribution Margin = Contribution/Sales

= $7/$14

= .5

Break Even Sales = $6,720/.5

= $13,440

Net Income Calculation, If Sales is 1,510
Sales ($14*1,510) $21,140
(-)Variable Costs ($7*1,510)

($10,570)

Contribution Margin $10,570
(-)Fixed Costs ($ 6,720)
Operating Income $ 3,850
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