Mat 1460- Homework Section 3.4 Given the function Support your answer by showing your work. 1....
. Suppose the demand function facing a monopolist is given as p=50-q and the cost function is given as C=10q. Determine the total revenue function for the monopolist, and graph the relationship between total revenue, total cost and output. In your answer determine the profit maximizing level of output that would be chosen by the monopolist, and discuss mathematically how you know it is a profit maximum.
Suppose the demand function facing a monopolist is given as p=50-q and the cost function is given as C=10q. Determine the total revenue function for the monopolist, and graph the relationship between total revenue, total cost and output. In your answer determine the profit maximizing level of output that would be chosen by the monopolist, and discuss mathematically how you know it is a profit maximum
ASAP 1. Suppose the demand function facing a monopolist is given as p=50-q and the cost function is given as C=10q. Determine the total revenue function for the monopolist, and graph the relationship between total revenue, total cost and output. In your answer determine the profit maximizing level of output that would be chosen by the monopolist, and discuss mathematically how you know it is a profit maximum.
(1) The supply function for a commodity is given by p = + 200, and the demand function is p = -10g + where is a certain number. Find the equilibrium quantity (if it exists) in terms of number 8. (a) q = V8 - 175 +5: (b) q = 5-v@ - 175 (C) = V0 - 225 +5; 17 .
SECTION 3.4: EXERCISES 1.) Consider the section of these notes dealing with "Marginal Analysis for Maximum Profit." Show how this technique for maximizing profit is just a SDT on P(x). Hint: Remember that P(x) = R(x) - C(x). Now apply the SDT. 2.) Consider the section of these notes dealing with "Marginal Analysis Criterion of Minimum Average Cost." Show why this method does, in fact, minimize the average cost. Hint: In the spirit of marginal analysis, think of C'(x) as...
ME: GROUP NUMBER & GROUP SECTION 3.4: EXERCISES 1.) Consider the section of these notes dealing with "Marginal Analysis for Maximum Profit." Show how this technique for maximizing profit is just a SDT on P(x). Hint: Remember that P(x) = R(x) - C(). Now apply the SDT. 2.) Consider the section of these notes dealing with "Marginal Analysis Criterion of Minimum Average Cost." Show why this method does, in fact, minimize the average cost. Hint: In the spirit of marginal...
1. Suppose the demand function facing a monopolist is given as p=50- and the cost function is given as C=109. Determine the total revenue function for the monopolist, and graph the relationship between total revenue, total cost and output. In your answer determine the profit maximizing level of output that would be chosen by the monopolist, and discuss mathematically how you know it is a profit maximum.
1. Suppose the demand function facing a monopolist is given as p=50- and the cost function is given as C=109. Determine the total revenue function for the monopolist, and graph the relationship between total revenue, total cost and output. In your answer determine the profit maximizing level of output that would be chosen by the monopolist, and discuss mathematically how you know it is a profit maximum.
Please show work! Homework Assignment 1 You must show all your work to earn points ECON 3125 SP19 Name: 1. Use the graph below to answer the questions: 80 70 50 40 30 20 10 State the equation for the demand curve (inverse demand function) shown in the graph above using the format P.-a-bQ a. b. State the equation for the demand function implied in the graph using the format Q.-c-dP c. Find the equation for Total Revenue, where TR...
Short Answer Section II. Do 6 of the following 7 questions. (36 marks) 1. Suppose the demand function facing a monopolist is given as p=50-q and the cost function is given as C=109. Determine the total revenue function for the monopolist, and graph the relationship between total revenue, total cost and output. In your answer determine the profit maximizing level of output that would be chosen by the monopolist, and discuss mathematically how you know it is a profit maximum.