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Amit invests a sum of ₹5400 and Gopal invests a sum of ₹9400 at the same rate of simple interest per annum. If, at the end of 6 years, Gopal gets ₹960 more interest than Amit, then find the rate of interest per annum (in percentage).

A6

B3

C4

D2

Answer:

C. 4

Read Explanation:

Difference in principal amounts:

9400−5400=40009400 - 5400 = 4000

Difference in simple interest after 6 years is ₹960.

Using the simple interest formula:

SI=P×R×T100\text{SI}=\frac{P \times R \times T}{100}

So,

4000×R×6100=960\frac{4000 \times R \times 6}{100}=960

240R=960240R=960

R=960240=4R=\frac{960}{240}=4

Therefore, the rate of interest per annum is:


=4%=\boxed{4\%}


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