Answer:
d. none of the above
Explanation:
F0 -$ 5,000,000
F1 10,000,000 NOK at $ 0.13 = 1,300,000
F2 15,000,000 NOK at $ 0.14 = 2,100,000
F3 17,000,000 NOK at $0.12 = 2,040,000
F4 12,000,000 NOK at $0.15 = 1,800,000
We now discount each cash flow according to the present value
[tex]\left[\begin{array}{ccc}Year&cashflow&PV\\&&-5,000,000\\1&1,300,000&1,150,442.4779\\2&2,100,000&1,644,608.0351\\3&2,040,000&1,413,822.331\\4&1,800,000&1,103,973.7098\\&TOTAL&312,846.5538\\\end{array}\right][/tex]
The project already is profitable without the salvage value therefore there is no salvage valeu that makes indifirrent whether or not to do the project.
We are missing 791,127.156 today we solve for the future value of this to get the break even salvage value: