Amount(A)=Principal(P)×(1+r∕100)n Where n is the number of years. Calculation: Let Ketan's initial share be K and Tushar's initial share be T . K+T=24700 Ketan's receiving time =22−11=11 years Tushar's receiving time =22−12=10 years Amount received by Ketan =K×(1+8∕100)11=K×(1.08)11 Amount received by Tushar =T×(1+8∕100)10=T×(1.08)10 Given that they receive the same amount: ⇒K×(1.08)11=T×(1.08)10 ⇒K×1.08=T Substitute T in the first equation: ⇒K+1.08K=24700 ⇒2.08K=24700 ⇒K=24700∕2.08 ⇒K=11875 Now find T: