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Break-Even_Analysis

2013-11-13 来源: 类别: 更多范文

a Breakeven = Fixed Cost / (Selling Price - Variable Cost) Breakeven = $80,000 / ($10 - $0.10 x 50) Breakeven = $80,000 / $5 Breakeven = 16,000 bags b @ 12,000 Sales 120 000 Variable Cost 60 000 Contribution Margin 60 000 Fixed Cost 80 000 EBIT (20 000) c DOL (20,000) = [Quantity x (Selling Price - Variable Cost)] / [Quantity x (Selling Price - Variable Cost) - Fixed Cost] DOL (20,000) = [20,000 x ($10 - $5)] / [20,000 x ($10 - $5) - $80,000] DOL (20,000) = $100,000 / $20,000 DOL = 5.0 times DOL (25,000) = [Quantity x (Selling Price - Variable Cost)] / [Quantity x (Selling Price - Variable Cost) - Fixed Cost] DOL (25,000) = [25,000 x ($10 - $5)] / [25,000 x ($10 - $5) - $80,000] DOL (25,000) = $125,000 / $45,000 DOL = 2.78 times The DOL decreases as the quantity sold increases because firm is now operating at a larger profit. d @ 20,000 Sales 200 000 Variable Cost 100 000 Contribution Margin 100 000 Fixed Cost 80 000 EBIT 20 000 DFL (20,000) =EBIT / (EBIT - Interest) DFL (20,000) = $20,000 / ($20,000 - $10,000) DFL (20,000) = $20,000 / $10,000 DFL (20,000) = 2.0 times DFL (25,000) =EBIT / (EBIT - Interest) DFL (25,000) = $45,000 / ($45,000 - $10,000) DFL (25,000) = $45,000 / $35,000 DFL (25,000) = 1.29 times e DCL (20,000) = DOL x DFL DCL (20,000) = 5.0 x 2.0 DCL (20,000) = 10.0 times DCL (25,000) = DOL x DFL DCL (25,000) = 2.79 x 1.29 DCL (25,000) = 3.57 times**
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