1. Compute the number of units of each product that must be sold for Basu to break even
Basic sled |
Aero Sled |
|
Sales |
$ 3,000,000 |
$ 2,400,000 |
Price |
$ 30 |
$ 60 |
Units (C1) |
100,000 |
40,000 |
Variable Cost Per Unit (C2) |
$ 10 |
$ 25 |
Calculate Break Even Point (BEP) for each product:
BEP = Total Fixed Cost / (Price– Variable Cost)
BEP (Basic sled) = 778,000/ (30 - 10)
= 38,900 Units
BEP (Aero sled) = 650,000/ (60 - 25)
= 18,572 Units
Number of units sold:-
Basic sled - 38,900 Units
Aero sled - 18,572 Units
Calculations:
C1 -
Units = Sales / Price
Units (Basic Sled) = 3000000 / 30
= 100,000
Units (Aero Sled) = 2,400,000 / 60
= 40,000
C2 -
Variable Cost Per unit = Variable Cost / Unit
Variable Cost Per unit (Basic Sled) = 1,000,000 / 100,000
= $ 10
Variable Cost Per unit (Aero Sled) = 1,000,000 / 40,000
= $25
2. Assume that the marketing manager changes the sale mix of the two products so that the ratio isfive basic sled to three aero sled.Compute the number of units of each product that must be sold for Basu to break even.
Basic Sled: Aero sled = 5: 3
Product |
Price |
Unit Variable Cost |
Unit Contribution Margin (C3) |
Sales Mix |
Package Contribution Margin (C4) |
Basic |
$ 30 |
$ 10 |
$ 20 |
5 |
$ 100 |
Aero |
$ 60 |
$ 25 |
$ 35 |
3 |
$ 105 |
Total |
$ 205 |
Break Even Point (Package) = Total Fixed Cost (C5) / (Total Package Contribution Margin)
= 1,636,900 / 205
= 7,937
Break Even Point for Each Product = BEP (Package) * Sales Mix
BEP (Basic sled) = 7937 * 5
= 39,685 Units
BEP (Aero sled) = 7937 * 3
= 23,811 Units
Calculations:
C3 –
Unit Contribution Margin = Price – Variable Cost per unit
Unit Contribution Margin (Basic Sled) = 30 - 10
= $ 20
Unit Contribution Margin (Aero Sled) = 60 - 25
= $ 35
C4 –
Package Contribution Margin = Unit Contribution Margin * Sales Mix
Package Contribution Margin (Basic Sled) = 20 * 5
= $ 100
Package Contribution Margin (Aero Sled) = 35 * 3
= $ 105
C5 –
Total fixed cost = Total direct fixed cost + Common Fixed cost
= 1,428,000 + 1, 98,900
= $ 1,636,900
3. Refer to Original Data. Suppose that Basu can increase The extra advertising would cost anadditional $195,000 and some of the potential purchasers of basic sled would switch toaerosleds. In total, sales of aerosled would increaseby 12,000 units, and sales of basic sledswould decrease by 5000 units. Would Basu be btter with this strategy? If so, give the amount of increase in income.
Before Advertising:
Basic |
Aero |
Total |
|
Units Sold |
100,000 |
40,000 |
|
Per Unit CM |
$ 20 |
$ 35 |
|
Total (C6) |
$ 2,000,000 |
$ 1,400,000 |
|
Direct Fixed Cost |
$ 778,000 |
$ 650,000 |
|
Product Margin (C7) |
$ 1,222,000 |
$ 750,000 |
1,972,000 |
Common Fixed Cost |
$ 198,900 |
||
Operating Income (Increased By) (C8) |
$ 1,773,100 |
After Advertising:
Basic |
Aero |
Total |
|
Units Sold |
95,000 |
52,000 |
|
Per Unit CM |
$ 20 |
$ 35 |
|
Total (C6) |
$ 1,900,000 |
$ 1,820,000 |
|
Direct Fixed Cost |
$ 778,000 |
$ 650,000 |
|
Product Margin (C7) |
$ 1,122,000 |
$ 1,170,000 |
2,292,000 |
Common Fixed Cost |
$ 198,900 |
||
Advertising Cost |
195,000 |
||
Operating Income (Increased By) (C8) |
$ 1,898,100 |
The operating income has increased when the sales of aero sled was increased by 12,000 units and the additional advertising cost was incurred.
So we can say basu can go-ahead with this strategy.
The amount of increase in income of Basu is $ 125,000 (C9)
Calculations:
C6 –
Total = Unit Sold * Per Unit CM
Before Advertising –
Total (Basic Sled) = 100000 * 20
= 2,000,000
Total (Aero Sled) = 40,000 * 35
= 1,400,000
After Advertising –
Total (Basic Sled) = 95000 * 20
=1,900,000
Total (Aero Sled) = 52000 * 35
= 1,820,000
C7 –
Product Margin = Total – Direct Fixed Cost
Before Advertising -
Product Margin (Basic Sled) = 2,000,000 – 7, 78,000
= $ 1,222,000
Product Margin (Aero Sled) = 1,400,000 – 650,000
= $ 750,000
After Advertising -
Product Margin (Basic Sled) = 1,900,000 – 778,000
=$ 1,122,000
Product Margin (Aero Sled) = 1,820,000 = 650,000
= $ 1,170,000
C8 –
Operating Income (Increased By) –
Before Advertising = Total product Margin – Common Fixed Cost
=1,972,000 - 198,900
= $ 1,773,100
After Advertising = Total product Margin – Common Fixed Cost – Advertising Cost
= 2,292,000 - 198,900 - 195,000
= $ 1,898,100
Calculation:
C9 –
Amount of increase in income.
= Operating Income after Advertising - Operating Income before Advertising
= 1,898,100 - 1,773,100
= $ 125,000
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