You are saving for a new car. If you start today with $2,000 in a savings account that pays 6% interest per year, put in an additional $500 at the end of year 2, how much will you have left at the end of year 3?
Step 1 : | Future value of $2000 | |||
FV= PV*(1+r)^n | ||||
Where, | ||||
FV= Future Value | ||||
PV = Present Value | ||||
r = Interest rate | ||||
n= periods in number | ||||
= $2000*( 1+0.06)^3 | ||||
=2000*1.19102 | ||||
= $2382.03 | ||||
Step 2 : | Future value of $500 deposited in year 2 | |||
=$500*1.06 | ||||
=$530 | ||||
Ste 3 : | Total avalable in year 3 = | |||
=$2382.03+530 | ||||
=$2912.03 | ||||
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