ram and shayam ₹ 2500 and ₹3000 respectively at the same rate of simple interest of 4 years if sham paid an interest of ₹ 150 mor than ram find interest per annum
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Answered by
2
Answer:
here is an example for you
Step-by-step explanation:
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.
Answered by
0
Principle 0f sham ₹3000
Time=4 years
Rate = r
S.I={(3000 x 4x r)/100} =120r
Principle of ram = ₹2500
Time =4 years
S.I=(2500 x 4 x r)/100=100r
But given sham paid ₹150 more than ram let simple interest paid by Ram=x
Simple interest paid by Sham. =x+150.
So 120r/100r =x+150/x
12x=10(x+150)
12x=10x+1500
12x-10x=1500
2x=1500
x=1500/2=₹750
Simple interest paid by ram = ₹750
Simple interest paid by sham=₹750+150
=₹900
Rate of interest per annum =r
=(simple interest 100)pxt
r=900x100/3000x4=7.5%
Time=4 years
Rate = r
S.I={(3000 x 4x r)/100} =120r
Principle of ram = ₹2500
Time =4 years
S.I=(2500 x 4 x r)/100=100r
But given sham paid ₹150 more than ram let simple interest paid by Ram=x
Simple interest paid by Sham. =x+150.
So 120r/100r =x+150/x
12x=10(x+150)
12x=10x+1500
12x-10x=1500
2x=1500
x=1500/2=₹750
Simple interest paid by ram = ₹750
Simple interest paid by sham=₹750+150
=₹900
Rate of interest per annum =r
=(simple interest 100)pxt
r=900x100/3000x4=7.5%
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