a and b borrowed rupees 3000 rupees 3500 respectively at the same rate of simple interest for 3 years if we paid rupees 150 more interest that you find the rate of interest per annum
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Answered by
10
S. I. of A
principal = 3000
rate = R%
time = 3years
S. I. = (3000*R*3)/100
= 90R
S. I. of B
principal = 3500
rate = R
time = 3years
S. I. = (3500*R*3)/100
= 105R
105R - 90R = 150
15R = 150
R = 150/15
R = 10
Therefore, rate = 10%
principal = 3000
rate = R%
time = 3years
S. I. = (3000*R*3)/100
= 90R
S. I. of B
principal = 3500
rate = R
time = 3years
S. I. = (3500*R*3)/100
= 105R
105R - 90R = 150
15R = 150
R = 150/15
R = 10
Therefore, rate = 10%
Answered by
1
A borrowed 3000
interest=r
B borrowed 3500
n=3
Interest paid by B=
100
pnr
=
100
(3500)(3)(r)
=105r
Interest paid by A=
100
pnr
=
100
(3000)(3)(r)
=90r
Given, 105r−90r=150
r(15)=150
⇒r=10
∴ rate of interest =10% per annum.
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