Please solve and show steps Question 1 Pleasesho l laculations to get cr) a. Suppose you...
I need help understanding how to graph the inverse functions. I have you all th steps but it's part C i dont get. I dont know how to translate the informstion into the graph so cpuld you please shoe me step by step. 3. (25 points) The market demand function for corn is Q'(P) 5-2P and the market supply function for corn is Q(P)5P 6, where both quantities are measured in billions of bushels per year (a) (5 points) Calculate...
Question 3 (32 marks) a The market of popcom is perfectly competitive. The market demand curve and supply curve are as follows: Demand: Qp = 2000-P Supply: 2 = 1400 +2P Firm K is one of the many firms producing popcorn in the market. The total cost function and marginal cost function are as follows: TC(q) =1250 +30 +29 MC(q) - 30 +49 i At what output level (g) would the average total cost be minimized? (6 marks) ii What...
1. Suppose firms in a perfectly competitive, constant cost (i.e., flat LR supply curve), industry face monthly demand given by Qp = 1000 - P and have access to a production technology that yields a cost function TC(Q:) = 40? + 100Qi + 100 where Q denotes units produced per month. Assume the only difference between short-run and long-run costs is T C(0) = 100 in the short run and TC(O) = 0 in the long run (which is consistent...
PLEASE SHOW ME HOW THESE PROBLEMS ARE SOLVED STEP BY STEP WITH CLEAR EXPLANATION WOULD BE HIGHLY APPRECIATED! 1. For each of the following production functions, decide if (and EXPLAIN why) it describes a constant, increasing or decreasing returns to scale technology (a) f(K,L) = 0.520.8 (b) f(K, L) = 5(VK + 0) 2. Assume that a competitive market is populated by many identical firms producing a homogenous output good. If their common) cost function is c(q) = 36 +249...
Suppose a profit maximizing monopolist has total cost and marginal cost as follow:1. Suppose a profit-maximizing monopolist has total cost and marginal cost as follow: \(\mathrm{TC}=0.1 Q^{2}+Q+10\) and \(\mathrm{MC}=0.2 Q+1\). It faces the demand curve \(\mathrm{Q}=35-5^{\mathrm{P}} .(35\) points \()\)a) What are the price, output, and profit for this monopolist?b) Carefully draw the diagram that illustrates your answers.c) What are the equilibrium price, output, and total profit if this is a perfectly competitive market?d) Compare the results between monopoly and perfect...
(8 points) Suppose a monopolist is the only firm that supplies water for the city of Atlanta The firm faces a market demand curve given by Q- 33-P, where P is the price of water and Q is the market demand for water per day. (1 pt) Derive the monopolist's marginal revenue curve. (2 pts) Suppose the total cost of this firm is described by a. b. TC 0.50+30. What output level will the firm choose to maximize profits? What...
1. A monopoly is facing an inverse demand curve that is p=200-5q. There is no fixed cost and the marginal cost of production is given and it is equal to 50. Find the total revenue function. Find marginal revenue (MR). Draw a graph showing inverse demand, MR, and marginal cost (MC). Find the quantity (q) that maximizes the profit. Find price (p) that maximizes the profit. Find total cost (TC), total revenue (TR), and profit made by this firm. Find...
1. Given supply curve: P-5Q; and demand curve: P- 150- Q А. Calculate the consumer surplus if this market is in competitive equilibrium. В. competitive equilibrium. What is the Total surplus if this market is in Calculate the producer surplus if this market is in С. competitive equilibrium. D. Suppose the market price is $75, calculate the producer, consumer, and total surplus.
Suppose that leather is sold in a perfectly competitive industry. The industry short-run supply curve (marginal cost curve) is P = MC = 3Q. The demand for leather hides is given by Q = 60 − P. a. Find the equilibrium market price and quantity. b. Suppose that the leather tanning releases bad stuff into waterways. The external marginal cost is $5 per unit. Calculate the socially optimal level of output and price for the tanning industry. c. What are...
Suppose that leather is sold in a perfectly competitive industry. The industry short-run supply curve (marginal cost curve) is P = MC = 3Q. The demand for leather hides is given by Q = 60 − P. a. Find the equilibrium market price and quantity. b. Suppose that the leather tanning releases bad stuff into waterways. The external marginal cost is $5 per unit. Calculate the socially optimal level of output and price for the tanning industry. c. What are...