The demand curve for a product is given by Q = 800 – 0.1P where P denotes price and Q denotes quantity of the product. The industry comprises large number of firms. Each firm's cost function is
C(q) = 2000 + 500q+ 20q2
(b) Find the short run supply function for each firm.
Answer
the marginal cost curve of these firms is:
The marginal cost curve is a supply curve for the firm as the firm can supply any quantity at market price.
the supply curve of each firm is
P=500+40q
The demand curve for a product is given by Q = 800 – 0.1P where P denotes price and Q denotes quantity of the product. The industry comprises large number of firms. Each firm's cost function is C(q) = 2000 + 500q+ 20q2(c) Assuming that there are 20 firms in the industry. Find the industry supply function. Using industry supply and demand function find price and aggregate output in the short-run equilibrium.
The demand curve for a product is given by Q = 800 – 0.1P where P denotes price and Q denotes quantity of the product. The industry comprises large number of firms. Each firm's cost function is C(q) = 2000 + 500q+ 20q2(e) Suppose there is free entry and exit of firms in this industry. Upon entry, the firms act as price-takers. Find the equilibrium price and aggregate output. How many firms will be there in this industry in the long...
The demand curve for a product is given by Q = 800 – 0.1P where P denotes price and Q denotes quantity of the product. The industry comprises large number of firms. Each firm's cost function is C(q) = 2000 + 500q+ 20q2(d) Let qmin denote the value of q that minimizes AC. Also, let ACmin denote the value of AC at q = qmin. Find qmin and ACmin
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