In: Finance
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At an output level of 16,000 units, you have calculated that the degree of operating leverage is 1.6. The operating cash flow is $32,000 in this case. |
| Required: |
| (a) |
Ignoring the effect of taxes, what are fixed costs? (Do not round your intermediate calculations.) |
| (Click to select)$21,500$26,000$19,200$22,900$18,550 |
| (b) |
What will the operating cash flow be if output rises to 17,000 units? (Do not round your intermediate calculations.) |
| (Click to select)$43,000$39,500$37,800$34,250$35,200 |
| (c) |
What will the operating cash flow be if output falls to 15,000 units? ( |
| a. | Fixed Costs | $ 19,200 | |||||||
| Working: | |||||||||
| i. | Degree of operating leverage | = | Contribution Margin / Net Operating Income | ||||||
| or, | 1.6 | = | Contribution Margin / 32000 | ||||||
| or, | Contribution Margin | = | 32000*1.6 | ||||||
| or, | Contribution Margin | = | $ 51,200 | ||||||
| ii. | Contribution Margin | $ 51,200 | |||||||
| Less:Operaing Income | $ 32,000 | ||||||||
| Fixed Costs | $ 19,200 | ||||||||
| b. | Operating cash flow | $ 35,200 | |||||||
| Working: | |||||||||
| Change in sales | = | (17000-16000)/16000 | = | 6.25% | |||||
| Change in operating cash flow | = | Change in sales x Operating Leverage | |||||||
| = | 6.25% | x | 1.6 | ||||||
| = | 10.00% | ||||||||
| Existing Operating cash flows | $ 32,000 | ||||||||
| Change in operating cash flow | $ 3,200 | ||||||||
| Revised Operating cash flow | $ 35,200 | ||||||||
| c. | Operating cash flow | $ 28,800 | |||||||
| Working: | |||||||||
| Change in sales | = | (15000-16000)/16000 | = | -6.25% | |||||
| Change in operating cash flow | = | Change in sales x Operating Leverage | |||||||
| = | -6.25% | x | 1.6 | ||||||
| = | -10.00% | ||||||||
| Existing Operating cash flows | $ 32,000 | ||||||||
| Change in operating cash flow | $ -3,200 | ||||||||
| Revised Operating cash flow | $ 28,800 | ||||||||