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emand for the good is defined by formula D(p) 100 - 4p. Good is produced by...
Suppose the inverse demand for a product produced by a single firm is given by: P = 72 – 3(Q) and this firm has a marginal cost of production of: MC = 2(Q) 1. If the firm cannot price-discriminate what is the profit-maximizing price ____________ and level of output? ____________ 2. If the firm cannot price-discriminatew what is : -the consumer surplus ____________ -the producer surplus ____________ -the dead-weight loss ____________ 3. If the firm can practice perfect price discrmination,...
P = 520 – 2Q And where marginal costs are expressed via: MC = 100 + 2Q Within a perfectly competitive market calculate the: a. Consumer surplus b. Producer surplus c. Total surplus Now, consider the market changes to a monopoly, calculate the: a. Consumer surplus b. Producer surplus c. Dead weight loss (otherwise known as the loss to economic surplus)
1. Calculate consumer surpluses for the following demand functions and prices: a. D:Q^D=30-5p^D;P*=2 b. D:Q^D=20-4P^D;P*=3 1b. Calculate producer surpluses for the following supply functions and prices: a. S:Q^s=-3+P^s;P=6 b. S:Q^s=-12+3P^s;P*=10
Consider a market with demand and supply functions of the form: D:Q^D=28-4P^D S:Q^s=-2+P^s a. Graph and calculate the market equilibrium price and quantity. b. Graph and calculate the consumer surplus. c. Graph and calculate the producer surplus. d. Imagine the government imposes a $1 per unit tax on consumption of the good. Graph and calculate the deadweight loss of the tax.
Suppose Q D = 200 – 4P and Q S = 100 describe market demand and market supply in a given market. Find the equilibrium price and quantity for this market. Graph both supply and demand for this market. Compute the consumer and producer surplus for this market. Give an example of a good in the real world that might be described by this graph
Let the industry demand be D(p) = 100−p, and the industry supply be S(p) = p. (a) Find the equilibirum quantity and the equilibrium price (b) Draw the demand and supply on a graph. Show on this graph the equilibrium, the consumer surplus and the producer surplus. (c) Find the value of the producer surplus. (d) Find the value of the consumer surplus. Now let the government introduce a value tax of 50% paid by the producers. (e) Find the...
In this activity consider the following demand and supply functions. emand upply D(p) 43660- 230p S(p)- 400p- 8000 ulmé that no taxes are imp 1. First, ass hen find the equilibrium price and quantity 100-230 р: 2. Assume that there is a 10% tax imposed on the consumer, find the new equilibrium price and quantit e 300 3360pa Ruu 3 (p the portion of the tax paid by the producer and the portion of the tax paid by the consumer,...
A natural monopolist faces the following demand curve: P = 409 - 2Q, its total cost is given by: TC = 12800 + 9Q (marginal cost is the slope of total cost). (a) If the government regulates the monopolist to charge a socially optimal price, what price will it charge and how many units will it sell? How much are the profit, consumer surplus and producer surplus? (b) If it is not a regulated monopolist, what is its profit maximizing...
A natural monopolist faces the following demand curve: P = 202 - 5Q, its total cost is given by: TC = 720 + 2Q (marginal cost is the slope of total cost). (a) If the government regulates the monopolist to charge a socially optimal price, what price will it charge and how many units will it sell? How much are the profit, consumer surplus and producer surplus? (b) If it is not a regulated monopolist, what is its profit maximizing...
A natural monopolist faces the following demand curve: P = 202 - 5Q, its total cost is given by: TC = 720 + 2Q (marginal cost is the slope of total cost). (a) If the government regulates the monopolist to charge a socially optimal price, what price will it charge and how many units will it sell? How much are the profit, consumer surplus and producer surplus? (b) If it is not a regulated monopolist, what is its profit maximizing...