Question

In: Finance

Keller Construction is considering two new investments. Project E calls for the purchase of earth-moving equipment....

Keller Construction is considering two new investments. Project E calls for the purchase of earth-moving equipment. Project H represents the investment in a hydraulic lift. Keller wishes to use a NPV profile in comparing the projects. The investment and cash flow patterns are as follows: Use Appendix B.

Project E ($20,000 investment) Project H ($20,000 investment)

Year Cash Flow Year Cash Flow

1 $5,000 1 $16,000

2   6,000 2 5,000

3 7,000 3 4,000

4 10,000

a. Determine the NPV of the projects based on a zero discount rate.

NPV

Project E $

Project H   $

b. Determine the NPV of the projects based on a 9 percent discount rate. (Round "PV Factors" to 3 decimal places. Round the final answers to the nearest whole dollar.)

NPV

Project E $

Project H $

c. If the two projects are not mutually exclusive, what would your acceptance or rejection decision be if the cost of capital (discount rate) is 10 percent? (Use the NPV profile for your decision; no actual numbers are necessary.)

Project E

Project H

Both H and E

e. If the two projects are mutually exclusive (the selection of one precludes the selection of the other), what would be your decision if the cost of capital is (1) 6 percent, (2) 13 percent, (3) 18 percent? Use the NPV profile for your answer.

6% cost of capital (Click to select)

13% cost of capital (Click to select)

18% cost of capital (Click to select)

Solutions

Expert Solution

(a)

Calulation of NPV of Project - E Calulation of NPV of Project - H
Year Cashflow DF @0% PV Year Cashflow DF @0% PV
0 $ (20,000) 1.0000 $       (20,000) 0 $ (20,000) 1.0000 $ (20,000)
1 $      5,000 1.0000 $            5,000 1 $   16,000 1.0000 $   16,000
2 $      6,000 1.0000 $            6,000 2 $      5,000 1.0000 $      5,000
3 $      7,000 1.0000 $            7,000 3 $      4,000 1.0000 $      4,000
4 $   10,000 1.0000 $         10,000 Net Present Value $      5,000
Net Present Value $            8,000

NPV of Project-E = $8,000

NPV of Project-H = $5,000

(b)

Calulation of NPV of Project - E Calulation of NPV of Project - H
Year Cashflow DF @ 9% PV Year Cashflow DF @ 9% PV
0 $ (20,000) 1.0000 $ (20,000.000) 0 $ (20,000) 1.0000 $ (20,000.000)
1 $      5,000 0.9174 $      4,587.156 1 $   16,000 0.9174 $    14,678.899
2 $      6,000 0.8417 $      5,050.080 2 $      5,000 0.8417 $      4,208.400
3 $      7,000 0.7722 $      5,405.284 3 $      4,000 0.7722 $      3,088.734
4 $   10,000 0.7084 $      7,084.252 Net Present Value $              1,976
Net Present Value $              2,127

NPV of Project-E = $2,127

NPV of Project-H = $1,976

(c)

Project-H should be selected as the NPV of the project E reduce more when discount rate 0% to 9% and Cashflow of near future is high under Project-H so Discount point for near future use to calculate the present value so present value of that cashflow is higher.

(For Understanding Calculation :

Calulation of NPV of Project - E Calulation of NPV of Project - H
Year Cashflow DF @ 10% PV Year Cashflow DF @ 10% PV
0 $ (20,000) 1.0000 $ (20,000.000) 0 $ (20,000) 1.0000 $ (20,000.000)
1 $      5,000 0.9091 $      4,545.455 1 $   16,000 0.9091 $    14,545.455
2 $      6,000 0.8264 $      4,958.678 2 $      5,000 0.8264 $      4,132.231
3 $      7,000 0.7513 $      5,259.204 3 $      4,000 0.7513 $      3,005.259
4 $   10,000 0.6830 $      6,830.135 Net Present Value $              1,683
Net Present Value $              1,593

this calculation not part of answer just for understanding)

(e) To calculate NPV of Mutually exclusive Projects then first we calculate the combine cashflow of the both project.

Calculation of Combine Cashflow
Year Proj-E Proj-H Cashflow
0 $ (20,000) $ (20,000) $ (40,000)
1 $      5,000 $   16,000 $   21,000
2 $      6,000 $      5,000 $   11,000
3 $      7,000 $      4,000 $   11,000
4 $   10,000 $             -   $   10,000

(i) Cost of Capital is 6%

Calculation of NPV
Year Cashflow DF @ 6% PV
0 $ (40,000) 1.0000 $ (40,000.000)
1 $   21,000 0.9434 $    19,811.321
2 $   11,000 0.8900 $      9,789.961
3 $   11,000 0.8396 $      9,235.812
4 $   10,000 0.7921 $      7,920.937
Net Present Value $              6,758

NPV of combine cash flow is positive so Projects should be accepted

(ii) Cost of Capital is 13%

Calculation of NPV
Year Cashflow DF @ 13% PV
0 $ (40,000) 1.0000 $ (40,000.000)
1 $   21,000 0.8850 $    18,584.071
2 $   11,000 0.7831 $      8,614.614
3 $   11,000 0.6931 $      7,623.552
4 $   10,000 0.6133 $      6,133.187
Net Present Value $                  955

NPV of combine cash flow is positive so Projects should be accepted.

(iii) Cost of Capital is 18%

Calculation of NPV
Year

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