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Problem 5-20 CVP Applications: Break-Even Analysis; Cost Structure: Target Sales (LO5-1, LO5-3, L05-4, LO5-5, LO5-6, LO5-8] N

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Answer #1

1-a) CM per unit= Sales per unit-Variable cost per unit

= $25-15= $10

CM ratio= Contribution margin*100/ Sales

= $10*100/25= 40%

Break even point in balls= Fixed cost/CM per unit

= $266000/10= 26600 balls

b) Degree of operating leverage= Contribution margin/ Net operating income

= $420000/154000= 2.73

2) New variable costs= $15+3= $18

New contribution per unit= Sales price-Variable costs

= $25-18= $7

CM ratio=New Contribution margin*100/ Sales

= $7*100/25= 28%

Break even point in balls= Fixed cost/CM per unit

= $266000/7= 38000 balls

3) Sales required to earn a net operating income of $154000= (Fixed expenses+Net operating income)/New contribution per unit

= ($266000+154000)/7= 60000 balls

4) Sales price per unit= Variable cost per unit+Contribution margin per unit

Let sales price per unit= X

X= $18+0.4X

0.6X= $18

X= $30

Selling price= X= $30

5) New variable cost per unit= 15*60%= $9

New contribution margin per unit= $25-9= $16

New fixed costs= $266000*2= $532000

CM ratio= Contribution margin*100/ Sales

= $16*100/25= 64%

Break even point in balls= Fixed cost/CM per unit

= $532000/16= 33250 balls

6-a) Sales required to earn a net operating income of $154000= (New Fixed expenses+Net operating income)/New CM per unit

= ($532000+154000)/16= 42875 balls

b)

Sales (42000*$25) $1050000
Variable expenses (42000*$9) -378000
Contribution margin 672000
Fixed expenses 532000
Net operating income $140000

Degree of operating leverage= Contribution margin/ Net operating income

= $672000/140000= 4.8

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