A sum of Money invested at a compound interest
amount to rs 10816
at the end of Second year
and to rs 11248.60 at the end of third year
find the rate of Interests and
Sum Invested
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Answer:
Principal = Rs. 10,000
Rate = 4%
Step-by-step explanation:
New Principal at the third year = Rs 10816
New principal at the fourth year = Rs 11248.60
According to the question:-
S.I = Principal of fourth year - Principal of third year
S.I = 11248.60- 10816 = 432.6
S.I = P*R*T/100
432.6 = 10816*R*1/100
=> 43260/10816 = 4%
So,
Rate = 4%
Let the second Principal = x
So,
10816 -x = x*4*1/100
=> 10816 -x = x/25
=> 10816 = x/25+x
=> 10816 = 26x/25
=> 10,400 = x
Let the original principal = y
10400 -y = y*4*1/100
=> 10400 = 26y/25
=>Rs. 10,000 = x
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