If a sum of money placed at compound interest, compound annually, doubles itself in 5 years, then the same amount of money will be 8 times of itself in
Let the principal be P
If the principal is doubled in 5 years
Then C.I = P in 5 years
Amount=P(1+r%/100)^t
2P= P(1+r%/100)^5
(1+r%/100)^5=2
Then, 8P = P(1+r%/100)^t
8={(1+r%/100)^5}^t/5
2^3 = 2^(t/5)
3=t/5
t = 15
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