Find the rate of interest compounded per annum for 3 years so that 4000 becomes
4635.50
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Answer:
Let principal = P, n=4, r = 6%, C.I = 525
We know that
P=P+525(1+r)n⇒P=525+P(1+.06)4⇒P=525+P(1.06)4⇒P(1.06)4=525+P⇒[P(1.06)4–1]=525⇒P=525(1.06)4–1=2019.23
To find the rate
When P, n, A are given
We have to find r by using the same formula
A=P(1+r)n
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