Finance problems | Accounting homework help

SOLUTIONS TO END-OF-CHAPTER PROBLEMS

10-1

NPV = -\$40,000 + \$9,000[(1/I) – (1/(I × (1 + I)N)]
= -\$40,000 + \$9,000[(1/0.11) – (1/(0.11 × (1 + 0.11)7)]
= \$2,409.77.
Financial calculator solution: Input CF0 = -40000, CF1-7 = 9000, I/YR = 11, and then
solve for NPV = \$2,409.77.

10-2

Financial calculator solution: Input CF0 = -40000, CF1-8 = 9000, and then solve for IRR =
12.84%.

10-3

MIRR: PV Costs = \$40000.
FV Inflows:
PV
0
|

40,000

1
|
9,000

2
|
9,000

3
|
9,000

4
|
9,000

MIRR= 11.93%

5
|
9,000

6
|
9,000

FV
7
|
9,000
9,900
11,089
12,309
13,663
15,166
16,834
88,049

Financial calculator: Obtain the FVA by inputting N = 7, I/YR = 11, PV = 0, PMT =
9000, and then solve for FV = \$87,049. The MIRR can be obtained by inputting N = 7,
PV = -40000, PMT = 0, FV = 88049, and then solving for I/YR = 11.93%.
10-4

PV = \$9,000[(1/I) – (1/(I × (1 + I)N)]
= \$9,000[(1/0.11) – (1/(0.11 × (1 + 0.11)7)]
= \$42,410.
Financial calculator: Find present value of future cash flows by inputting N = 7, I/YR =
11, PMT = -9000, FV = 0, then solve for PV = \$42,409.
PI = PV of future cash flows/Initial cost
= \$42,409/\$40,000 = 1.06.

10-5

Since the cash flows are a constant \$9,000, calculate the payback period as:
\$40,000/\$9,000 = 4.44, so the payback is about 4 years.

10-6

The project’s discounted payback period is calculated as follows:
Discounted CF
Cumulative
Year
Annual CF
(@11%)
Discounted CF
0
-40,000
-40,000.00
1
9,000
8,108.11
(31,891.89)
2
9,000
7,304.60
(24,587.29)
3
9,000
6,580.72
(18,006.57)
4
9,000
5,928.58
(12,077.99)
5
9,000
5,341.06
(6,736.93)
6
9,000
4,811.77
(1,925.16)
7
9,000
4,334.93
2,409.77
The discounted payback period is 6 + years, or 6.44 years.

10-7

a. Project A: Using a financial calculator, enter the following:
CF0 = -15000000
CF1 = 5000000
CF2 = 10000000
CF3 = 20000000
I/YR = 10; NPV = \$12,836,213.
Change I/YR = 10 to I/YR = 5; NPV = \$16,108,952.
Change I/YR = 5 to I/YR = 15; NPV = \$10,059,587.
Project B: Using a financial calculator, enter the following:
CF0 = -15000000
CF1 = 20000000
CF2 = 10000000
CF3 = 6000000
I/YR = 10; NPV = \$15,954,170.
Change I/YR = 10 to I/YR = 5; NPV = \$18,300,939.
Change I/YR = 5 to I/YR = 15; NPV = \$13,897,838.
b. Using the data for Project A, enter the cash flows into a financial calculator and solve
for IRRA = 43.97%. The IRR is independent of the WACC, so IRR doesn’t change
when the WACC changes.
Using the data for Project B, enter the cash flows into a financial calculator and solve
for IRRB = 82.03%. Again, the IRR is independent of the WACC, so IRR doesn’t
change when the WACC changes.

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