Akshat opens a recurring deposit account of 200 per month, whose maturity value is Rs.10206 at the rate of 12 % per annum . Find the time period of months of the account.
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Answer:
Step-by-step explanation:
recurring value =p*n(n+1)*r/24*100
200*n(n+1)*12/2400=10206-200n
n(n+1)=10206-200n
n^2+n+200n=10206
n^2+201n-10206=0
n^2+243n-42n-10206
n=42 months
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