1.) Projects A and B both have 5 years of life. The initial investments and cash flows from these two projects are shown below.
Year | 0 | 1 | 2 | 3 | 4 | 5 |
Project A | -12,300 | 4,500 | 4,000 | 3,500 | 3,000 | 2,500 |
Project B | -15,000 | 6,000 | 5,000 | 4,000 | 3,200 | 2,400 |
A.) Use Data Table tool to find the NPVs of both projects when the discount rate is 10%.
B.) Use Data Table tool to find the IRRs of both projects
C.) Plot the NPV profiles for both projects on the same graph.
D.) Use Goal Seek to find the crossover rate of these two projects. (Note that the solution of this part must include an image of the Goal Seek dialog showing all input values. The image can be shown in a non-Excel file.)
Please show all cells like the given picture (same format if
possible). I need to know which cells to use and input. Please show
the entire excel file.
A | B | A - B | |
-12,300 | -15,000 | -2,700 | |
4,500 | 6,000 | 1,500 | |
4,000 | 5,000 | 1,000 | |
3,500 | 4,000 | 500 | |
3,000 | 3,200 | 200 | |
2,500 | 2,400 | -100 | |
NPV | $1,327.64 | $1,267.89 | |
IRR | 14.61% | 13.84% | 8.53% |
NPV can be calculated using the NPV function in excel. NPV = NPV(rate, CF1...CF5) + CF0
IRR can be calculated using the IRR function in excel. IRR = IRR(CF0...CF5)
Crossover rate is the rate at which NPV of both projects are equal, which is the IRR of the difference in the cash flows. Hence, the crossover rate is 8.53%
NPV Profile | ||
Rate | NPV (A) | NPV(B) |
0% | $ 5,200.00 | $ 5,600.00 |
1% | $ 4,735.30 | $ 5,083.09 |
2% | $ 4,290.43 | $ 4,587.55 |
3% | $ 3,864.29 | $ 4,112.21 |
4% | $ 3,455.87 | $ 3,656.00 |
5% | $ 3,064.19 | $ 3,217.89 |
6% | $ 2,688.36 | $ 2,796.96 |
7% | $ 2,327.56 | $ 2,392.29 |
8% | $ 1,980.98 | $ 2,003.07 |
9% | $ 1,647.91 | $ 1,628.52 |
10% | $ 1,327.64 | $ 1,267.89 |
11% | $ 1,019.53 | $ 920.51 |
12% | $ 722.98 | $ 585.72 |
13% | $ 437.42 | $ 262.91 |
14% | $ 162.30 | -$ 48.48 |
15% | -$ 102.87 | -$ 348.99 |
16% | -$ 358.58 | -$ 639.14 |
17% | -$ 605.27 | -$ 919.40 |
18% | -$ 843.36 | -$ 1,190.22 |
19% | -$1,073.24 | -$ 1,452.04 |
20% | -$1,295.31 | -$ 1,705.25 |
1.) Projects A and B both have 5 years of life. The initial investments and cash...
1.) Projects A and B both have 5 years of life. The initial
investments and cash flows from these two projects are shown
below.
Year
0
1
2
3
4
5
Project A
-12,300
4,500
4,000
3,500
3,000
2,500
Project B
-15,000
6,000
5,000
4,000
3,200
2,400
A.) Use Data Table tool to find the NPVs of both projects when
the discount rate is 10%.
B.) Use Data Table tool to find the IRRs of both projects
C.) Plot the...
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1 2. Assume you are trying to compare Project Alpha to Project Beta. Both projects have the same appropriate discount rate. Project Alpha generates infinite after tax cash flows which do not grow; the first cash flow is $80M one year from now (T=1) and will cost $600M today (T=0). Project Beta generates infinite after tax cash flows which do not grow; the first cash flow is $40M one year from now (T1) and will cost $300M today (T 0)....
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