1500 rupees is invested in a scheme A at R% p.a. simple interest. Another amount of 1500-x is invested in scheme B at 2R% p.a.simple interest. After 4 years, interest earned from scheme A is 25% less than that of scheme B. find x.
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Answer:
x=500
Step-by-step explanation:
Given,
1500 rupees is invested in a scheme A at R% p.a. simple interest for 4 years
SI=1500*R*4/100
=60R
Another amount of 1500-x is invested in scheme B at 2R% p.a.simple interest.
SI=((1500-x)*2R*4)/100
=(2R(1500-x))/25
A is 25% less than that of scheme B
A will be 75% and B will be 100%
by dividing A by B
60R/(2R(1500-x))/25=75/100
by solving we get x=500
Brainliest my solution
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