If compound interest earned on a sum in 3 years at 15% pa is x find the sum
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Compound Interest= P[(1+i)^n - 1]
where P = Principal sum
given n = 3 years
Rate of Interest Per annum = i= 15%
x = P[(1+15/100)^3 - 1]
x = P[(1 + 0.15)^3 - 1]
x = P[ (1.15)^3 -1]
x= P[1.520875 - 1]
x= P[ 0.520875]
x/0.520875 = P
(substitute x inorder to find P)
where P = Principal sum
given n = 3 years
Rate of Interest Per annum = i= 15%
x = P[(1+15/100)^3 - 1]
x = P[(1 + 0.15)^3 - 1]
x = P[ (1.15)^3 -1]
x= P[1.520875 - 1]
x= P[ 0.520875]
x/0.520875 = P
(substitute x inorder to find P)
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