Whitewater Transmissions, Inc., has the following estimates for its new gear assembly project: price = $1,720 per unit; variable costs = $500 per unit; fixed costs = $4.2 million; quantity = 96,000 units. Suppose the company believes all of its estimates are accurate only to within ±15%. What values should the company use for the four variables given here when it performs its best-case scenario analysis? What about the worst-case scenario? (Enter the answers in dollars, not millions of dollars, i.e. 1,234,567. Omit $ sign in your response.)
Scenario | Units Sales | Unit Price | Variable Cost | Fixed Costs |
Base | $ | $ | $ | |
Best | $ | $ | $ | |
Worst | $ | $ | $ | |
Answer :
Scenario | Unit sales | Unit price | Variable cost | Fixed costs |
Base |
96,000 |
1,720 | 500 | 4,200,000 |
Best |
110,400 [ 96,000 + 15% ] |
1,978 [ 1,720 + 15% ] |
425 [ 500 - 15% ] |
3,570,000 [ 4,200,000 - 15% ] |
Worst |
81,600 [ 96,000 - 15% ] |
1,462 [ 1,720 - 15% ] |
575 [ 500 + 15% ] |
4,830,000 [ 4,200,000 + 15% ] |
In the best - case scenario, sales and price increases, while costs decrease.
In the worst - case scenario, sales and price decreases, while costs increase.
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