Sudhanshu invested 15000 at interest rate 10% for one year if interest is compounded every six months what will sudhanshu get at the end
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Given that Sudhanshu invested 15000(Principal amount). at 10โ
(rate of interest) for one year ( Time) where interest is compounded every six
months( half yearly)
We know that
Compound interest = P(1+I)^n
(p= Principal amount, i= rate of interest, n= number of periods)
n=1year ร2 =2(because interest is compounded half yearly)
CI= 15000(1+10โ /2)^2 [here i is divided by 2 , because interest is compounded half yearly]
=15000(1+0.1/2)^2
=15000(1+0.05)^2
=15000(1.05)^2
=15000(1.1025)
=16537.5
So the amount Sudhanshu recieves at the end is 16537.5
months( half yearly)
We know that
Compound interest = P(1+I)^n
(p= Principal amount, i= rate of interest, n= number of periods)
n=1year ร2 =2(because interest is compounded half yearly)
CI= 15000(1+10โ /2)^2 [here i is divided by 2 , because interest is compounded half yearly]
=15000(1+0.1/2)^2
=15000(1+0.05)^2
=15000(1.05)^2
=15000(1.1025)
=16537.5
So the amount Sudhanshu recieves at the end is 16537.5
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