How much is $1 million received in 100 years worth today, assuming a 10% required rate of return?
| Present value = Future value /(1+r)^n | ||||
| Where, | ||||
| r= rate of interest | ||||
| n= number of years | ||||
| =$1000000/(1+0.10)^100 | ||||
| =$72.5657 | ||||
| =$72.57 ( rounded off) | ||||
| $1 million received in 100 years worth today =$72.57 | ||||
How much is $1 million received in 100 years worth today, assuming a 10% required rate...
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