Question

In: Accounting

1. Sales Mix and Break-Even Analysis Jordan Company has fixed costs of $1,425,600. The unit selling...

1.

Sales Mix and Break-Even Analysis

Jordan Company has fixed costs of $1,425,600. The unit selling price, variable cost per unit, and contribution margin per unit for the company's two products follow:

Product Selling Price Variable Cost per Unit Contribution Margin per Unit
QQ $680 $440 $240
ZZ 420 340 80

The sales mix for Products QQ and ZZ is 50% and 50%, respectively. Determine the break-even point in units of QQ and ZZ. If required, round your answers to the nearest whole number.

a. Product QQ ___units

b. Product ZZ ___units

2.

Operating Leverage

Decatur Co. reports the following data:

Sales $557,300
Variable costs 356,700
Contribution margin $200,600
Fixed costs 156,000
Income from operations $44,600

Determine Decatur Company's operating leverage. Round your answer to one decimal place.

3.

Margin of Safety

The Whitehead Company has sales of $430,000, and the break-even point in sales dollars is $283,800.

Determine the company's margin of safety as a percent of current sales.
___%

Solutions

Expert Solution

Ans. 1 - a Product QQ 4,455 units
Ans. 1 - b Product ZZ 4,455 units
*Working notes :
*Calculations for Weighted contribution margin per unit :
Contribution margin per unit (a) Sales mix (b) Weighted Contribution margin (a*b)
Bats $240.00 50% $120
Gloves $80.00 50% $40
Weighted Contribution margin $160
*Calculations for break even sales for total company:
Break even saes units for overall company   =   Total fixed cost/ Weighted contribution margin
$1,425,600 / $160
8,910 units
*Calculations for break even sales for particular product:
Break even point of particular products   =    Break even point in units for Total company * Sales mix
Product QQ 8,910 * 50%
4,455 units
Product ZZ 8,910 * 50%
4,455 units
Ans. 2 Operating leverage    =   Contribution margin / Income from operations
$200,600 / $44,600
4.5
Ans. 3 Margin of safety percentage = (Sales - Break even sales) / Sales * 100
($430,000 - $283,800) / $430,000 * 100
$146,200 / $430,000 * 100
34.00%

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