Steffi deposits a certain sum of money each month into a recurring deposit account of a bank. If the rate of interest is 9%, and she gets ₹65592 from the bank after 3 years, what is the monthly deposit amount?
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Answer:
Rs.1600
Step-by-step explanation:
Principal=Rs.X
Rate of Interest =9%
Maturity Value =Rs.65592
No.of Months =36
Since,
I=(P×n(n+1)×r)/2400
We get,
I=(X×36×37×9)/2400=》I = 499.5X/100 = 4995X/1000
Now,
By using the formula:MV=P×n+I
We get,
65592=X×36+4995X/1000
65592=(36000X+4995X)/1000
65592×1000=40995X
X=65592000÷40995=1600
Hence,her monthly deposit is Rs.1600
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