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(20) QUESTION 3 Dulux Limited manufactures and sells only one product. The budgeted details for 2019 are as follows: No. of u

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3.1)
Sales Revenue (160,000 * R300) R48,000,000
Less: Variable costs (160,000 * R160) R25,600,000
Marginal Income (Contribution margin) R22,400,000
Less: Fixed Costs R1,450,000
Budgeted Net Profit R20,950,000
3.2)
Selling price per unit R300
Less: Variable cost per unit R160
Marginal income per unit or contribution margin per unit (a) R140
Total Fixed Costs (b) R1,450,000
Break-even point in quantity (b/a) 10,357 units
Marginal income per unit or contribution margin per unit (a) R140
Selling price per unit (b) R300
Contribution Margin Ratio (c = a/b*100) 46.67%
Total Fixed Costs (d) R1,450,000
Break-even point in value (d/c) R3,106,921
3.3.1)
New Fixed costs (R1,450,000*110/100) R1,595,000
New Variable cost per unit (R160 + R0.20) R160.20
Selling price per unit R300
Less: New Variable cost per unit R160.20
New Marginal income per unit or contribution margin per unit (a) R139.80
New Total Fixed Costs (b) R1,595,000
New Break-even point in quantity (b/a) 11,409 units
New Marginal income per unit or contribution margin per unit (a) R139.80
Selling price per unit (b) R300
New Contribution Margin Ratio (c = a/b*100) 46.60%
New Total Fixed Costs (d) R1,595,000
New Break-even point in value (d/c) R3,422,747
3.3.2)
Total Sales (b) R48,000,000
Less: Break-even sales R3,422,747
Margin of Safety (a) R44,577,253
Safety margin as a percentage (a/b*100) 92.87%
3.3.3)
Profit required (a) R600,000
New Fixed Costs (b) R1,595,000
New Marginal income per unit or contribution margin per unit (c ) R139.80
Break-even units required to earn profit of R600,000 ([a + b] / c) 15,701 units
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