In the above question, why did MR of poor be p(1-1/3)? How was the solution arrived at? Thanks! Regards, Shyam
Q= 1/(P^3) So: Q * P^3 = 1, which means P^3 = Q^(-1), ie P = Q^(-(1/3)) Now: TR = P*Q = Q^(-(!/3))*Q = Q^(2/3) So: MR = dTR/dQ = 2/3 * Q^(-(1/3)) = 2/3 * P = P*(1 - 1/3) Hope this helps.