In how much time a principal of 1200 Rs would be twice by 4% compound Interest rate ?
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Step-by-step explanation:
So, the formula for the calculation of compound interest is F=P⋅(1+r)n where:
F is the final value (principal + interest)
P is the principal
r is the interest rate
n is the period the interest rate will be compounded by
Replacing F with 2P gives us: 2P=P⋅(1+r)n
From there we just need to work the formula.
Dividing both sides by P: 2=(1+r)n
Applying nth root on both sides: 21n=1+r
Isolating r: r=21n−1
From here, just replace t with the desired period of time to get the interest rate for that period.
So, using t=3 (3 years), r=0.2599, which is 25.99% of interest rate per year.
If you use t=36 (36 months = 3 years), r=0.0194, which is 1.94% of interest rate per month.
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