| Joyce Morphy | |||
| Requirement 1 | |||
| Selling Price per mile | $ 0.50 | ||
| Less : Variable cost per mile | $ (0.20) | ||
| Contribution margin per mile | $ 0.30 | ||
| Break Even = Fixed Cost / Contribution margin | |||
| $215 / $0.30 | 717 | Miles | |
| Working Note : | |||
| Calculation of Variable cost per mile using High low method : | |||
| No of Miles | Total operating costs | ||
| High | 4400 | $ 1,095.00 | |
| Low | 3300 | $ 875.00 | |
| Variable cost per mile = (1095-875)/(4400-3300) | $ 0.20 | per Mile | |
| At 4400 Miles, Total operating costs = $1095 | |||
| Fixed cost + 4400*$0.20 = $1095 | |||
| Fixed cost = 1095 - 4400*0.2 | |||
| $ 215.00 | |||
| Requirement 2 | |||
| At 4200 Miles, | |||
| Revenue | $ 2,100.00 | ||
| Less : Variable cost | $ (840.00) | ||
| Contribution margin | $ 1,260.00 | ||
| Less : Fixed cost | $ (215.00) | ||
| Net Operating income | $ 1,045.00 | ||
| Degree of Operating Leverage = Contribution Margin / Net Operating Income | |||
| $1260 / $1045 | 1.2057 | ||
| Requirement 3 | |||
| Degree of Operating Leverage = % change in Net income / % change in sales | |||
| 1.2057 = % change in net income / (25%) | |||
| % change in net income = -25%*1.2057 | -30.1425% | ||
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16.10
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