Q9SE

Question

S20-9 Computing contribution margin, units and required sales to break even, units to achieve target profit 

Compute the missing amounts for the following table: 


Step-by-Step Solution

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Answer

Answer

1.A=$120,B=$3,000,C=$3,1322.A=60%,B=75%,C=60%3.A=610,B=220,C=1,2004.A=$122,000,B=$880,000,C=$6,264,0005.A=772,B=13,260,C=1,575

1Step 1: Calculation of contribution margin per unit

 

A

B

C

Sales price per unit

$1,400

(f) 4,900

$2,500

Less: Variable cost per unit

  1. $700

$2,940

$1,250

Contribution per unit

$700

(g)1,960

(I) $1,250

Contribution margin ratio = Contribution margin/ net sales revenue

  1. $700/$1,400 =50%

40%

(m) $1,250/$2,500

=50%

 

A

B

C

Sales price per unit

$1,400

(f) 4,900

$2,500

Less: Variable cost per unit

  1. $700

$2,940

$1,250

Contribution per unit

$700

(g)1,960

(I) $1,250

Contribution margin ratio = Contribution margin/ net sales revenue

  1. $700/$1,400 =50%

40%

(m) $1,250/$2,500

=50%

2Step 2: Calculation of required units to breakeven

 

A

B

C

Fixed costs

273,000

1,097,600

(k) 406,250

Contribution per unit

$700

$1,950

$1,250

Required sales in units = Fixed costs/ Contribution margin per unit

390

563

325

3Step 3: Calculation of required sales dollars to breakeven

 

A

B

C

Fixed costs

273,000

1,097,600

(k) 406,250

Contribution margin ratio = Contribution margin/ net sales revenue

  1. $700/$1,400 =50%

40%

(m) $1,250/$2,500

=50%

Required sales in dollars = Fixed costs/ Contribution margin ratio

$546,000

$2,744,000

$812,500

4Step 5: Calculation of required units to achieve target profit