Question 2 (25 marks/Investment Decision Rules and Project Cash
Flows)
Consider a hypothetical economy that has NO tax.
ABC Ltd. is considering investing in a 2-year project which is
expected to generate the following year-end cash flows: C1 = $110
million, C2 = $115 million. The yearly discount rate for the
project is 10%. The initial cost of the project is $200
million.
(a) Compute the profit and NPV of the project.
(b) Based on the answer of part (a), should the project be
accepted? Explain.
(c) ABC’s cut-off period is 2 years. Compute the PI and Payback of
the project. Based on these two methods, should ABC accept the
project?
(d) Write down the numerical formula for computing the IRR of this
project. What is the minimum IRR value that would make this project
acceptable? Explain.
(e) Given the recommendations based on the four decision rules
above, which project should ABC Ltd. accept?
(f) Now suppose that of the $200m initial expenditure, $50m was
used for the purchase of a machine that has an estimated economic
life of four years. The machine will be fully depreciated (i.e.,
zero book value at the end of the machine’s economic life) on a
straight-line basis and expected to have a resale value of $35m at
the end of the project.
(i) Explain how this will affect the size of the terminal
(end-of-project) cash flows.
(ii) How will this affect the NPV and the acceptance/rejection of
the project (as compared to part (a))? Show your calculations.
1.
Profit=110+115-200=25 million
NPV=-200+110/1.10+115/1.10^2=-4.958677686 million
2.
No as NPV is negative the project should not be accepted
3.
PI=1-4.958677686/200=0.975206612
Payback=1+(200-110)/115=1.782608696 years
According to payback, accept as it is less than cutoff of 2 years'
According to PI, dont accept as it is less than 1
4.
-200+110/(1+r)+115/(1+r)^2=0
Let 1/(1+r) be x
-200+110x+115x^2=0
=>x=-1.8811,0.92454
=>x=0.92454
=>1/(1+r)=0.92454
=>r=8.161%
5.
Dont accept the project
Apologies but I am forbidden to answer more than 4 question
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