(a) NPV is the present value of future Cash flows
NPV = ΣCFn/(1+r)n, where CFn is the cash Flow in year n, r = rate of return = 12.5%
Given,
CF0 = $ - 73 m
CF1, CF2, ..... = $10m
Hence, NPV = -CF0 + CF1/(1+r) + CF2/(1+r)2 + ......
= -73 + 10/(1+0.125) + 10/(1+0.125)2 + .....
= -73 + 10/0.125
= $7 m
(b)
Given,
CF0 = $ - 73 m
CF5, CF6, ..... = $10m
Hence, NPV = -CF0 + CF5/(1+r)5 + CF6/(1+r)6 + ...... = -CF0 + 1/(1+r)4 [ CF5/(1+r)5 + CF6/(1+r)6 + ...... ]
= -73 + 1/(1+0.125)4[ 10/(1+0.125) + 10/(1+0.125)2 + ..... ]
= -73 + [1/(1+0.125)4][10/0.125]
= $ -23.05 m
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