11. At a certain rate % Rs 4000 amounts to Rs 5000 in 4 years on Compound Interest. Find the amoufor the same sum after 8 years?(1) 6250(2) 1250 (3) 3750(4) 3375 (5) None of these About the author Arianna
Step-by-step explanation: Let the rate of interest is r% p.a. A= P.(1+r/100)^t. 5000 = 4000.(1+r/100)^4. or , (1+r/100)^4 = (5/4) …………………..(1) A = 4000.(1+ r/100)^12. = 4000.{ (1+r/100)^4}^3. , putting (1+r/100)^4 = 5/4 from eqn. (1). = 4000.{ 5/4 }^3. = (4000×125)/64. = (125×125)/2. = ₹ 7812.50. , Answer. Reply
Step-by-step explanation:
Let the rate of interest is r% p.a.
A= P.(1+r/100)^t.
5000 = 4000.(1+r/100)^4.
or , (1+r/100)^4 = (5/4) …………………..(1)
A = 4000.(1+ r/100)^12.
= 4000.{ (1+r/100)^4}^3. , putting (1+r/100)^4 = 5/4 from eqn. (1).
= 4000.{ 5/4 }^3.
= (4000×125)/64.
= (125×125)/2. = ₹ 7812.50. , Answer.