When a perfectly competitive industry is in a long-run equilibrium, all the firm in the industry will
Given the following functions;
TC= 50Q+20Q2(Cost Function)
P= 400-20Q (Demand function)
Determine the profit maximizing level of price and output.
Given a short run cost function as T C =1 /Q 3 (3 is under subscript ) - 2Q 2(2 is under subscript ) +60Q+100 , find the minimum value of AVC and MC
A firm has analyzed its operating conditions, prices, and cost have developed the following functions: R = 400 – 4q2 (per thousand naira) and Cost = q2 + 10q + 30 (per thousand naira) where q is the number of units produced and sold. If the firm wishes to maximize profit:
(a) What quantity should be sold and at what price?
(b) What will be the amount of profit?
2. Find the point of maximum value of the revenue function given as P = 400 – 4q. Hence, find the revenue.
1. A firm has analyzed its operating conditions, prices, and cost have developed the following functions: R = 400 – 4q2 (per thousand naira) and Cost = q2 + 10q + 30 (per thousand naira) where q is the number of units produced and sold. If the firm wishes to maximize profit:
(a) What quantity should be sold and at what price?
(b) What will be the amount of profit?
2. Find the point of maximum value of the revenue function given as P = 400 – 4q. Hence, find the revenue.