A contract offers $25 000 immediately and $50 000 in 5 years or $10 000 at the end of each year for 10 years. If money is worth 6%, which offer is preferable?
we have to compute the present value for each option - | |||||
Option - 1 | PV = | $ 25,000.00 | |||
Option - II | |||||
PV = | $ 37,362.91 | ||||
50000/(1+6%)^5 | |||||
Option - III | |||||
Put in calculator | |||||
FV | 0 | ||||
PMT | -10000 | ||||
I | 6% | ||||
N | 10 | ||||
Compute PV | $73,600.87 | ||||
Pv = | $73,600.87 | ||||
Since option III has the higher value. Therefore same should be preferred |
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