A certain amount was deposited into a bank account having a simple interest rate of 5%. If the total amount after 4 years was ₹1,500, how much was the amount deposited initially? For the same initial amount, how should the interest rate increase such that the simple interest would amount to ₹400?
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Rs. 1000 have been deposited in a bank at interest rate of 5% compounded annually.
The formula for future amount in a compound based interest (calculated annually) is
A=P(1+r)
t
where P,r and t are the principle amount,interest rate and time(in years) respectively.
Calculating for P=1000,r=0.05 and t=12
A=1000(1+0.05)
12
⇒A≈ Rs. 1795.85
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