a certain amount of money invested at simple interest Doubles itself in 6 years 3 months in what time will it treble itself.
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Answer:
12 years 6 months
Step-by-step explanation:
SI = P*R*T/100
=> If the amount is doubled then SI = P
So, P = P*R*T/100 ==> 100 = R*(6 + 3/12) { 3 months = 3/12 years}
==> 100 = R*(25/4) ==> R=16%
Now, If the amount is trippled then SI = 2P.
So, 2P = P*R*T/100
=> T = 200/R = 200/16 = 25/2 years = 12.5 years
=> 12 years + 0.5*12 months
=> 12 years 6 months
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