Here, Principal = p; Rate of interest = r; Time = n
∴Compounded amount = p(1+r100)n
Now, according to question, p(1+r100)15=2p ∴(1+r100)15=2...............(i) Let, n be the number of years when principal will become 8 times. ∴p(1+r100)n=8p =(1+r100)n=8 =(1+r100)=23 =(1+r100)n=(1+r100)3×15 =(1+r100)n=(1+r100)45 ∴n=45 ∴Required times 45 years.
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