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Ryan was 8 when his parents invested $4000 in a certificate of deposit that pays 6%. If Ryan leaves the account alone until the investment doubles, how old will he be? (Assume that the interest is not compounded.)
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Using the simple interest equation: \[I=p*i*t\] With I = total interest gained p=principal amount i= interest rate in decimal form t = time in years To get a doubled amount the I you want is 4000. So when you plug in the numbers it equals: \[4000=4000*.06*t\] Then you just solve for t. That will give you the number of years to earn the 4000. Just add that to Ryan's age given so 6+t and you get your answer. Let me know if you need more help.
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