1.A. pay back is $52,000. B. NPV is $32,794.35 C. IRR is 21.9%.

2. IRR, NPV for Truck. NPV=$81.21. IRR=15.20%. Accept Project Pulley. NPV=$2,592.24. IRR=19.44%. Accept Project

3. Truck 1 = 23,000. NPV=$6,180.25. IRR=18.73% Truck 2 = 18,400. NPV=$5,118.41. IRR=19.03% I would recommend truck 2 since it has a higher IRR.

4.A Project S: NPV at 0%=$1,500.00. At 6%=$1,000.18 Project L: NPV at 0%=$2,700.00. At 6%=$1,400.79

C.) IRR Project S=21.53%. Project L=15.34%
D.) Select Project S. has a higher IRR.

5.) S: NPV=1,302.93. IRR =15.24%
L: NPV=1757.31. IRR=13.7%.
Project S should be selected because the IRR is higher.

6.) A
Project M payback=$60,000
Project O payback=$105,000
B.) Project M: NPV at 0%=60,000.00. At 6%=33,329.54. At 20%=-11,529.71
Project O: NPV at 0%=105,000.00. At 6%=47,711.71. At 20%=-36,230.71.
C.) GRAPH BELOW

D.) At 7%, Project 0. Higher NPV by roughly 10,000. At 10%, Project M. Higher NPV.
At 13%, Project M. Higher NPV.
E.) if the cost of capital increases, then NPV will decrease along with IRR (depending on interest).
F.) The rule means that the company only accepts projects that bring more than 4% profit. This company would accept the projects with interest at 10% or less. The IRR for M and O is 15.24% and 13.7%.

7. A) Project A should be selected by Manning, NPV of $1,200.82 compared to -1976.12. B.) Capital cost rises to 14%, then Project B with 188.10
C.) Cost falls to 10%, then project A with 3055.71
D.) GRAPH BELOW

E.) A will decline faster because A (10 years) is a longer period of time than B (5 years). A is better at low cost of capital because over a longer period because it will change of time having a high NPV. B is better at high since it makes more money in 5 years then stops, which will decreases the cost of capital.

8. A) Project S costs 2,442,691.45. At 5 %=3,037,245.1. At 15%=2,156,597.96 Project I costs 2,665,614.87. At 5 %=3,022,347.06. At 15 %=2,493,958.78

Choose A

B.) Project I is cheaper than project S