The simple interest on a sum of money for two years at the rate of 8% per annum is Rs.1600. What is the sum of money?
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Answer:
Given that simple interest = 1600 when n = 2 and r = 10%
i.e. 1600 = P(2)(10)/100
P = 8000 rupees.
Now this 8000 rupees is invested at compound rate for 3 years at 10%
Here it is compounded annually and hence formula would be
P(1+r/100)^3
Hence amount received at the end of 3 years
= 8000(1+\frac{10}{100})^3 =106488000(1+10010)3 =10648
COmpound interest = 648 and
final amount received = 10648 rupees
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