Problem 7-18 Comparing Investment Criteria
Consider the following cash flows of two mutually exclusive projects for A–Z Motorcars. Assume the discount rate for both projects is 11 percent.
Year | AZM Mini-SUV |
AZF Full-SUV |
||||
0 | –$ | 545,000 | –$ | 895,000 | ||
1 | 339,000 | 369,000 | ||||
2 | 218,000 | 458,000 | ||||
3 | 169,000 | 309,000 | ||||
a. What is the payback period for each project?
(Do not round intermediate calculations and round your
answers to 2 decimal places, e.g., 32.16.)
Payback period | |
AZM Mini-SUV | years |
AZF Full-SUV | years |
b. What is the NPV for each project? (Do
not round intermediate calculations and round your answers to 2
decimal places, e.g., 32.16.)
NPV | |
AZM Mini-SUV | $ |
AZF Full-SUV | $ |
c. What is the IRR for each project? (Do
not round intermediate calculations. Enter your answers as a
percent rounded to 2 decimal places, e.g.,
32.16.)
IRR | |
AZM Mini-SUV | % |
AZF Full-SUV | % |
Answer:
Pay Back Period:
AZM MINI - SUV = 1.06 Years
AZM FULL - SUV = 2.78 Years
According to payback period AZM MINI -SUV Should be accepted . (Lower Pay Back Period)
NPV:
AZM MINI - SUV = $ 60910.44
AZM FULL - SUV = $ 35093.64
According to NPV Method AZM MINI -SUV Should be accepted . (Higher NPV)
IRR :
AZM MINI - SUV = 18.22%
AZM FULL - SUV = 13.30%
According to IRR Method AZM MINI -SUV Should be accepted . (Higher IRR)
Calculations are given below:
(a) Pay Back Period:
Year | AZM MINI - SUV | Cumulative | AZF FULL - SUV | Cumulative |
0 | -545000 | -895000 | ||
1 | 339000 | 339000 | 369000 | 369000 |
2 | 218000 | 557000 | 458000 | 827000 |
3 | 169000 | 726000 | 309000 | 1136000 |
Pay Back (AZM) = 1+(557000-545000)/218000 = 1.06
Pay Back (AZF) = 2+(1136000-895000)/309000 = 2.78
(b) NPV :
NPV - AZM MINI - SUV
Year | AZM MINI - SUV | PV Factor | PV |
0 | -545000 | 1.00 | -545000 |
1 | 339000 | 0.90 | 305405.4054 |
2 | 218000 | 0.81 | 176933.6904 |
3 | 169000 | 0.73 | 123571.3434 |
NPV | 60910.44 |
NPV - AZF FULL - SUV
Year | AZM MINI - SUV | PV Factor | PV |
0 | -895000 | 1.00 | -895000 |
1 | 369000 | 0.90 | 332432.4324 |
2 | 458000 | 0.81 | 371723.0744 |
3 | 309000 | 0.73 | 225938.1368 |
NPV | 35093.64 |
(c) IRR:
IRR - AZM MINI - SUV
Year | AZM MINI - SUV | PV Factor @ 18% | PV | PV Factor @ 19% | PV |
0 | -545000 | 1.00 | -545000 | 1.00 | -545000 |
1 | 339000 | 0.85 | 287288.1356 | 0.84 | 284873.9 |
2 | 218000 | 0.72 | 156564.2057 | 0.71 | 153943.9 |
3 | 169000 | 0.61 | 102858.6175 | 0.59 | 100287.3 |
NPV (1) | 1710.96 | NPV (2) | -5894.85 |
IRR = LDR + (NPV1)* (HDR-LDR)/(NPV1 - NPV2)
LDR = 18%
HDR = 19%
IRR = 18 + (19-18)* (1710.96)/(1710.96+5894.85) = 18.22%
IRR - AZF FULL - SUV
Year | AZM MINI - SUV | PV Factor @ 13% | PV | PV Factor @ 14% | PV |
0 | -895000 | 1.00 | -895000 | 1.00 | -895000 |
1 | 369000 | 0.88 | 326548.6726 | 0.88 | 323684.2 |
2 | 458000 | 0.78 | 358681.181 | 0.77 | 352416.1 |
3 | 309000 | 0.69 | 214152.5001 | 0.67 | 208566.2 |
NPV (1) | 4382.35 | NPV (2) | -10333.5 |
LDR = 13%
HDR = 14%
IRR = 13 + (4382.35)* (14-13)/ (4382.35+10333.5) = 13.30%
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