Please help me solve this problem!
Suppose a single firm produces all of the output in a
contestable market. The market inverse demand function is
P = 200 -2Q, and the firm’s cost function is
C(Q) = 8Q. Determine the firm’s
equilibrium price and corresponding profits.
Price: $
Profits: $
According given question the firm is monopolist
At maximum price
MR=MC
Given
P=200-2Q ;cost function C(Q)=8Q
TR=P×Q=(200-2Q)Q=200Q-2Q^2
MR=dTR/dQ=200-4Q
TC=8Q
MC=dTC/dQ=8
At maximizing MR=MC
200-4Q=8
4Q=200-8
Q=192/4=48
Price=200-2Q=200-2×48=200-196=$104
profit=total revenue-total cost =104×48-8×48=4992-384=$4608
Please help me solve this problem! Suppose a single firm produces all of the output in...
Suppose a single firm produces all of the output in a contestable market. The market inverse demand function is P = 200 -2Q, and the firm’s cost function is C(Q) = 8Q. Determine the firm’s equilibrium price and corresponding profits. Price: $ Profits: $
Suppose a single firm produces all of the output in a contestable market. The market inverse demand function is P = 350 -5Q, and the firm’s cost function is C(Q) = 8Q. Determine the firm’s equilibrium price and corresponding profits. Price: $ ? Profits: $ ?
Suppose a single firm produces all of the output in a contestable market. The market inverse demand function is P = 200 -5Q, and the firm’s cost function is C(Q) = 20Q. Determine the firm’s equilibrium price and corresponding profits.
Suppose a single firm produces all of the output in a contestable market. The market inverse demand function is P= 400-4Q, and the firm's cost function is G Price: $ | 1 Profits: $ 10Q. Determine the firm's equilibrium price and corresponding profits. You are the manager of a firm that competes against four other firms by bidding for government contracts. While you believe your product is better than the competition, the government purchasing agent views the products as identical...
A single firm monopolizes the entire market for single-lever, ball-type faucets, which it can produce at a cost of 20Q. Originally the firm faces an inverse market demand curve given by P=80-Q. Calculate the profit-maximizing price and quantity for the firm. Suppose that the market demand curve shifts outward and becomes steeper. Market demand is now described as P=100-2Q. What is the firm’s profit maximizing price and quantity now? What is the firm’s profit? Assume now that the market demand...
i
just need the answer for "e".
Problem 1 (4 points) Knope Industries is a firm that produces miniature model souvenirs with total cost function TC(Q) = 2500 + 50Q +0.02Q2 (e) Sketch a graph with the demand curve, marginal revenue curve, and marginal cost curve, and label the profit-maximizing price and quantity. (1 pt) Problem 1 (4 points) Knope Industries is a firm that produces miniature model souvenirs with total cost function TCQ) = 2500+ 500+ 0.02Q (a) Write...
4. (25 points) Suppose there are only two firms producing widgets. The total cost function for each firm is identical and is given by T℃(a = 8h, where gi is the output of firmi A market research company has found that demand for widgets can be described by the inverse demand function P 200 2Q, where Q-q (a) (10 points) A firm's action in the Courot Duopoly game is to choose an output level. Draw each firm's reaction function as...
And how to calculate the numbers in matrix, please show the
calculations step by step.
Suppose two firms compete simultaneously in quantities and face an inverse aggregate demand of P(Q)-100-2Q. Firm i has constant marginal costs equal to 12, while Firm 2 has constant marginal costs equal to 20 You are asked to solve for the Cournot equilibrium in two different ways. The long way: Calculate the firms' payoffs for all possible quantity choices qi 10,11,12,13,14,15,16), i - [1,2). Display...
Solve step by step please
5. Suppose the demand for pizza in a small isolated town is p- 10 -Q. There are only two firms, A and B, and each has a cost function TC-2 q. Determine the Cournot equilibrium. 6. Consider a market with just one firm. The demand in the market is p a linear cost function C(Q) = 2 18-Q and the firm has a. How much output will this firm produce. What will be the profit...