Rajan invested certain amount for 4 years in bank A and received the simple interest Rs. 2800. After that he takes all his amount and invest in bank B for 5 years which offers interest rate double than the bank A. At the end of 5 years, from bank B he receives Rs. 9450 as a simple interest. What was the interest rate that bank A offered to Rajan ?
Let initial Principal=P and rate of bank A = r%
Then, Simple interest for 4 years = P*r*4/100 = 2800
⇒ P*r = 70000
Now, for bank B, Principal amount = (P+2800), Rate=2r%
Simple interest for 5 years = (P+2800)*2r*5/100 = 9450
P*r + 2800r = 94500
70000 + 2800r = 94500
Solving, we get r = 8.75%