Bharathi Barrows an amount of 12500 at 12%per annum for 3 years at a simple interest and madhuri borrows the same amount for the same time period at 10%per annum, compounded annually who pays more interest and by how much?
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the amount borrowed by Bharat
p = Rs 12500 , time ( t) = 3yrs
rate(r) = 12 % p.a at a simple interest .
Find the interest paid by Bharat :
S.I = p × r × t / 100
S.I = 12500 × 12 × 3 /100
=125 × 36 = Rs 4500
Interest paid by Bharat = Rs 4500
according to second statement:
given that the Madhuri borrows the same amount for the same time .
P = 12500 , time = 3yr, rate ( r ) = 10 %
per annum compounded annually.
then,Find the interest paid by madhuri :
A = p ( 1 + ( r / 100 ) ]^t
= 12500 [ 1 + ( 10/100 ) ]^3
= 12500 × 11 / 10 × 11 /10 × 11 / 10
= (125 × 1331 ) / 10 = Rs 16637.5
since , we know C.I = A - P
= Rs 16637.5 - Rs 12500
= Rs 4137.5
interest paid by Madhuri = Rs 4137.5
difference = 4500 - 4137.5 = Rs 362.5
therefore , Bharat pays Rs 362.5 more than the interest paid by madhuri .
Your Answer : Rs 362.5
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p = Rs 12500 , time ( t) = 3yrs
rate(r) = 12 % p.a at a simple interest .
Find the interest paid by Bharat :
S.I = p × r × t / 100
S.I = 12500 × 12 × 3 /100
=125 × 36 = Rs 4500
Interest paid by Bharat = Rs 4500
according to second statement:
given that the Madhuri borrows the same amount for the same time .
P = 12500 , time = 3yr, rate ( r ) = 10 %
per annum compounded annually.
then,Find the interest paid by madhuri :
A = p ( 1 + ( r / 100 ) ]^t
= 12500 [ 1 + ( 10/100 ) ]^3
= 12500 × 11 / 10 × 11 /10 × 11 / 10
= (125 × 1331 ) / 10 = Rs 16637.5
since , we know C.I = A - P
= Rs 16637.5 - Rs 12500
= Rs 4137.5
interest paid by Madhuri = Rs 4137.5
difference = 4500 - 4137.5 = Rs 362.5
therefore , Bharat pays Rs 362.5 more than the interest paid by madhuri .
Your Answer : Rs 362.5
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