1. Determine the number of units of each product the Kline must sell to break even, assuming the sales mix remains constant.
2.Determine the sales revenue needed to earn an after-tax profit of $1,625,000
3. Determine the number of units of each product that must be sold for Bline to achieve an after-tax profit of $1,300,000 (Rounding to the nearest dollar)
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3.
Kline Company | ||||||
Workings | ||||||
Calculation of sell price per unit | ||||||
Product A | Product B | Product C | Product D | Note | ||
Sales | 500,000.00 | 1,080,000.00 | 2,760,000.00 | 3,600,000.00 | A | |
Units sold | 1,000.00 | 600.00 | 300.00 | 100.00 | B | |
Selling price | 500.00 | 1,800.00 | 9,200.00 | 36,000.00 | C=A/B | |
Calculation of Variable cost per unit | Product A | Product B | Product C | Product D | Note | |
Variable product cost | 300,000.00 | 630,000.00 | 1,650,000.00 | 2,350,000.00 | D | |
Variable selling/ administrative | 25,000.00 | 150,000.00 | 240,000.00 | 213,000.00 | E | |
Total Variable cost | 325,000.00 | 780,000.00 | 1,890,000.00 | 2,563,000.00 | F=D+E | |
Units sold | 1,000.00 | 600.00 | 300.00 | 100.00 | See B | |
Variable cost per unit | 325.00 | 1,300.00 | 6,300.00 | 25,630.00 | G=F/B | |
Calculation of total fixed cost | Product A | Product B | Product C | Product D | Total | Note |
Identifiable fixed product costs | 25,000.00 | 220,000.00 | 300,000.00 | 300,000.00 | 845,000.00 | |
Identifiable fixed selling/ administrative | 64,200.00 | 50,000.00 | 50,000.00 | 150,000.00 | 314,200.00 | |
Common Fixed costs | 270,000.00 | |||||
Total fixed cost | 1,429,200.00 | H |
Break-even point in units = Total Fixed Cost / WACM |
Break-even point in units = 1,429,200 / 1,191 |
Break-even point in units = 1,200 units |
Proof of answer 1 | Product A | Product B | Product C | Product D | Total |
Selling price | 500.00 | 1,800.00 | 9,200.00 | 36,000.00 | |
Variable cost per unit | 325.00 | 1,300.00 | 6,300.00 | 25,630.00 | |
Contribution Margin (CM) per unit | 175.00 | 500.00 | 2,900.00 | 10,370.00 | |
Number of Units | 600.00 | 360.00 | 180.00 | 60.00 | |
Contribution Margin (CM) | 105,000.00 | 180,000.00 | 522,000.00 | 622,200.00 | 1,429,200.00 |
Total Fixed cost | 1,429,200.00 | ||||
Operating Income | - |
Answer 2 | ||
Workings | Amount $ | Note |
Required after tax profit | 1,625,000.00 | I |
Required before tax profit | 2,500,000.00 | J=I/65% |
Add: Total fixed cost | 1,429,200.00 | See H |
Target contribution | 3,929,200.00 | K=H+J |
Weighted Average Contribution Margin (WACM) | 1,191.00 | See L |
Sales units needed to achieve Target contribution | 3,299.08 | M=K/L |
This is calculated as 3,299 units * Sales Mix Ratio | ||||
Calculation of sales revenue | Selling price | Sales Mix Ratio | Sales Units | Sales revenue |
Product A | 500.00 | 0.50 | 1,649.54 | 824,769.10 |
Product B | 1,800.00 | 0.30 | 989.72 | 1,781,501.26 |
Product C | 9,200.00 | 0.15 | 494.86 | 4,552,725.44 |
Product D | 36,000.00 | 0.05 | 164.95 | 5,938,337.53 |
Total sales revenue | 3,299.08 | 13,097,333.33 |
Proof of answer 2 | Product A | Product B | Product C | Product D | Total |
Selling price | 500.00 | 1,800.00 | 9,200.00 | 36,000.00 | |
Variable cost per unit | 325.00 | 1,300.00 | 6,300.00 | 25,630.00 | |
Contribution Margin (CM) per unit | 175.00 | 500.00 | 2,900.00 | 10,370.00 | |
Number of Units | 1,649.54 | 989.72 | 494.86 | 164.95 | |
Contribution Margin (CM) | 288,669.19 | 494,861.46 | 1,435,098.24 | 1,710,571.12 | 3,929,200.00 |
Total Fixed cost | 1,429,200.00 | ||||
Operating Income | 2,500,000.00 | ||||
Less: tax at 35% | 875,000.00 | ||||
Profit after tax | 1,625,000.00 |
Answer 3 | ||
Workings | Amount $ | Note |
Required after tax profit | 1,300,000.00 | N |
Required before tax profit | 2,000,000.00 | O=N/65% |
Add: Total fixed cost | 1,429,200.00 | See H |
Target contribution | 3,429,200.00 | P=H+O |
Weighted Average Contribution Margin (WACM) | 1,191.00 | See L |
Sales units needed to achieve Target contribution | 2,879.26 | Q=P/L |
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