A man borrowed Rupees 20,000 at 6% C.I (compound interest) promising to repay Rupees 5000 at the end of first 4 years to reduce the principal and interest and to pay the balance at the end of the 5th year. Find the amount of his final payment.
Here i am using the formula of annuity.
$P = x \frac{[(1+i)^n-1]}{i}$
Above n = 4, i = 0.06 and x = 5000
I am getting 21873.08, After subtracting 20000 we left with 1873.08.
But the given answer is 3580(app.). Where i am wrong? Please help me.