Consider a firm's short-run and long-run supply curves, pictured below. In the short run, one of the inputs to production is fixed. Suppose you know that, at an output of nine units, the fixed factor of production associated with the short-run marginal cost is at its optimal level. You also know that the long-run marginal cost of producing nine units is $9. Using the drag tool, place both the short-ru and the long-run supply curves into their correct positions within the graph. (Once you have made the necessary move(s), both suppl curves should be entirely within the graph.) To refer to the graphing tutorial for this question type, please click here.

Consider a firm's short-run and long-run supply curves, pictured below. In the short run, one of the inputs to production is fixed. Suppose you know that, at an output of nine units, the fixed factor of production associated with the short-run marginal cost is at its optimal level. You also know that the long-run marginal cost of producing nine units is $9. Using the drag tool, place both the short-ru and the long-run supply curves into their correct positions within the graph. (Once you have made the necessary move(s), both suppl curves should be entirely within the graph.) To refer to the graphing tutorial for this question type, please click here.

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

See similar textbooks

Similar questions

For the pizza seller whose marginal, average variable, and average total cost curves are shown in the graph below, what is the profit-maximizing level of output and how much profit will this producer earn if the price of pizza is $1.50 per slice?Instructions: In the graph below, label all three curves by clicking on the dropdown to select the appropriate label. Instructions: Enter your response as a whole number. If you are entering a negative number, be sure to include a negative sign (−). When the price is $1.50 per slice, the profit-maximizing level of output is slices per day. Instructions: Enter your response rounded to the nearest penny (two decimal places). At the profit-maximizing level of output, the producer's profit is: $ per day.
A competitive firm's production function is given by y = f(K, L) = 8K 1/2 + L 1/4 Assume that the price of the good produced is p = $100, the price of capital is r = $4, and the price of labor is w = $5. Find the profit- maximizing levels of capital and labor (K * and L * ). Find the profit-maximizing level of output (y * ). What is the maximum profit of the firm (π * )?
At Bob’s Burgers, each burger consists of exactly two buns x, one meat patty y, and one slice of cheese z. Let P denote the price of burgers and px, py, pz be the prices of each input and consider Bob’s profit maximization problem. (a) Write Bob’s production function q = f(x, y, z), show that it exhibits constant returns to scale, and find the marginal products to each factor. (b) Set up Bob’s cost minimization problem, write the Lagrangian L, and show why you cannot use the first order conditions to solve it. (c) (10) Solve for Bob’s cost function C(q), and find the average cost AC(q) and marginal cost MC(q) functions.
Consider a firm with the following cost function: C (q) = 4q^2 + 100 Find the long-run supply and the short-run supply of the firm, under the assumptions that the total cost function is the same in the long and in the short run, but the xed cost is sunk in the short run.
3. A firm has a production function given by 1 1 A) y = 4x³x² ; 1 1 B) y = 3x4x² ; a) What are the factor demand functions? b) What are the conditional factor demand functions? c) What is the cost function? d) What is the supply function? 1 1 C) y = 5x³x2; 11 D) y = 12xx².
Demand for microprocessors is given by P = 35 – 5Q , where Q is the quantity of microchips (in millions). The typical firm’s total cost of producing a chip is Ci = 5qi, where qi is the output of firm i. a) Does the typical microchip firm display increasing, constant, or decreasing returns to scale? What would you expect about the real microchip industry? In general, what must be true about the underlying technology of production for competition to be viable?
Demand for microprocessors is given by P = 35 – 5Q , where Q is the quantity of microchips (in millions). The typical firm’s total cost of producing a chip is Ci = 5qi, where qi is the output of firm i. a) Does the typical microchip firm display increasing, constant, or decreasing returns to scale? What would you expect about the real microchip industry? In general, what must be true about the underlying technology of production for competition to be viable?
2
A firm's technology is characterized by a Cobb - Douglas production function of the form 1 1 y = f(K,L) = 2K² + 1² a. The output price is p, and the input prices are r and w for K and L, respectively. Set up the problem for a profit - maximizing firm and solve for the factor demand functions for K and L. b. Find the firm's supply function. c. Find the firm's profit function. d. Assume now that p = 2, r = 1, and w = 1. Using the functions you have found in parts (a), (b) and (c), calculate the profit - maximizing levels of the factors and (K* and L*), the profit - maximizing output level (v) and the maximum profit of the firm (). Please solve it by explaining and explaining.
The question is in the attached image
Please Answer according to the picture. What are the parameters of the problem? Find the conditional factor demand functions. Label them l(w,r,y) and k(w,r,y).Find the cost function: c(w,r,y). What is its interpretation?
Two months ago, on July 1, 2019, the State of Illinois raised gasoline taxes by $.19 (19 cents) per gallon of gas Question 3: For this question, please model the short-run impact of this tax on a typical Illinois gas station. The horizontal axis will be qgas (the output of this particular producer) and the vertical axis will measure price in dollars, $. This firm is subject to the Law of Diminishing Marginal Product. Begin by graphically depicting the “Family of Short Run Cost Curves” (AFC, AVC, ATC, MC) for this producer in late June, prior to the implementation of the new gasoline tax (you must submit a graph).