In: Accounting
Follow the format shown in Exhibit 12B.1 and Exhibit 12B.2 as you complete the requirements below.
Each of the following scenarios is independent. Assume that all cash flows are after-tax cash flows.
Year | Cash Revenues | Cash Expenses | ||
1 | $8,000,000 | $6,000,000 | ||
2 | 8,000,000 | 6,000,000 | ||
3 | 8,000,000 | 6,000,000 | ||
4 | 8,000,000 | 6,000,000 | ||
5 | 8,000,000 | 6,000,000 |
Required:
1. Calculate the IRR for Cuenca Company. The
company's cost of capital is 16%. Round your answer to the nearest
percent.
%
Should the new equipment be purchased?
No
2. Calculate Kathy Short's IRR. Round your
answer to the nearest percent.
%
Should she acquire the new system?
Yes
3. What should be Elmo Enterprises' expected
annual cash flow from the plant? Round your answer to the nearest
dollar.
$
Feedback
1 | Cuenca Case : | |||||||
Year | 0 | 1 | 2 | 3 | 4 | 5 | ||
Equipment Cost ($) | 72,00,000 | - | - | - | - | - | ||
Revenue ($) | - | 80,00,000 | 80,00,000 | 80,00,000 | 80,00,000 | 80,00,000 | ||
Expenses ($) | - | 60,00,000 | 60,00,000 | 60,00,000 | 60,00,000 | 60,00,000 | ||
Net Cash Flows (Revenue - Expenses - Cost of Equipment) ($) | -72,00,000 | 20,00,000 | 20,00,000 | 20,00,000 | 20,00,000 | 20,00,000 | ||
IRR (using Excel Function) | 12.05% | |||||||
Decision: Since the IRR of New investment is less than the cost of capital (16%) it should not be pursued | ||||||||
2 | Kathy Shorts: | |||||||
The firm can save $ 240,000 per annum for 10 years by investing $ 12,48,000. This is like an annuity stream for 10 years and the IRR will be the rate of interest which will equate the present value of the annuity cash flows to current investment value. If we denote the IRR rate as r - we can use the present value of the annuity formula: | ||||||||
1248000 = 240000 * [1 - (1+r)-10]/r or r = 14.08% | ||||||||
Decision: Since IRR is 14.08% and it is higher than Kathy Shorts Cost of Capital at 10%, they should invest in this project. | ||||||||
3 | Elmo Enterprises case: | |||||||
We will again use the annuity present value formula. The initial investment is given at 2,880,000.00 and IRR is 25% and Tenure is 15 years. If we denote the annual cash flows as X; then we have: | ||||||||
2880000 = X * [1 - (1+25%)-15]/25% or X = 746256.57 - rounded it will be = $ 7,46,257 |