Question

In: Finance

Assume you invest $2000 on February 1, 1993, $2000 on February 1, 1994, $2000 on February...

Assume you invest $2000 on February 1, 1993, $2000 on February 1, 1994, $2000 on February 1, 1995,   $2000 on February 1, 1996, $2000 on February 1, 1997, $2000 on February 1, 1998, $0 on February 1, 1999,  $0 on February 1, 2000, $0 on February 1, 2001,   $0 on February 1, 2002, and $0 on February 1, 2003.  What is the value of those investments on  February 1, 2003?  Assume that any money that is invested will earn an interest rate of 10%, compounded annually.

a. 15,431

b. 22,593

c. 37,062

d. 24,852

e. 49,045

Solutions

Expert Solution

d. 24,852

The final amount = Amount invested*(1+10%)^(Years for which amount invested)

Since, February 1 is the reference for all the investments, we can directly take years in between

Hence, the total amount of February 1, 2003 = $24,852


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