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Ans. 2.
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2. Find an expression for the MC function given the following average cost functions (a) AC...
3. Suppose that the cost function of q is given by: C (q) = 16 +...
3. Suppose that the cost function of q is given by: C (q) = 16 + 4q + q^2 (a) Find the fixed and variable cost. (b) Find the average cost and marginal cost. 1 (c) Draw the relationship between MC and AC. Prove that they always intersect at the minimum. (Hint: compute the derivative of AC with respect to q and set it equal to zero. Then use this equation to show that MC=AC)
6. Suppose you are given the average cost function, AC=2Q+5+ 30/Q. Using calculus, determine the marginal...
6. Suppose you are given the average cost function, AC=2Q+5+ 30/Q. Using calculus, determine the marginal cost associated with this function. Determine the value of the firm's marginal cost when Q=50. Graph the MC function with MC on the vertical axis and Q on the horizontal.
ASAP 6. Suppose you are given the average cost function, AC=2Q+5+ 30/Q. Using calculus, determine the...
ASAP
6. Suppose you are given the average cost function, AC=2Q+5+ 30/Q. Using calculus, determine the marginal cost associated with this function. Determine the value of the firm's marginal cost when Q=50. Graph the MC function with MC on the vertical axis and Q on the horizontal.
A firm’s short run cost function is C(q)=150q-4q^2+0.4q^3+275 . Determine the fixed cost, F; the average...
A firm’s short run cost function is C(q)=150q-4q^2+0.4q^3+275 . Determine the fixed cost, F; the average variable cost, AVC; Average Fixed Cost, AFC; Average Cost, AC; and the Marginal Cost, MC.
A monopolist with constant average and marginal cost equal to 10 (AC = MC = 10)...
A monopolist with constant average and marginal cost equal to 10 (AC = MC = 10) faces demand Q = 100 - 2P, implying that its marginal revenue is MR = 100 - 4Q. Its profit maximizing quantity is Group of answer choices 22.5 45 90 80
need done ASAP Given the following cost function, determine the following cost functions TVC, ATC, AVC,...
need done ASAP
Given the following cost function, determine the following cost functions TVC, ATC, AVC, AFC, MC, and their values when 0 - 10,000 TC = 10,000 + 6Q+0.000102 NOTE SPECIAL INSTRUCTIONS: • You MUST USE COMMAS IN NUMBERS MEASURED IN THOUSANDS OR ABOVE (E.G., 10,000) . YOU MUST USE THE ZERO BEFORE THE DECIMAL PONT F THE VALUE IS LESS THAN ONE (1.0, 0.0005) • Do NOT USE THE DOLLAR SIGN ($) BEFORE YOUR COST VALUES & USE...
Question 1. Cost concepts The concepts of "marginal cost" (MC) and "average cost" (AC) are routinely...
Question 1. Cost concepts The concepts of "marginal cost" (MC) and "average cost" (AC) are routinely used in economics. (a) Suppose the total cost function is C(q) = 9+0.250, where is the output level of the firm. Derive the marginal cost and the average cost implied by this cost function. Provide a diagram (with q on the horizontal axis) to illustrate the shape of these MC and AC functions. (b) What does returns to scale mean? Does a firm with...
Question 3-4 SESSION 13 The marginal revenue is the rate of change in total revenue per...
Question 3-4
SESSION 13 The marginal revenue is the rate of change in total revenue per unit increase in output, Q The marginal cost is the rate of change in total cost per unit increase in output, Q AR is defined as average revenue per unit for the first Q su ccessive units sold. AR is determined by dividing total reven ue by the quantity sold, Q The AR function is equal to price, P. where Pis given by the...
5, (20 points) Consider the following cost function: c(q:F)-F +109 + 뚤, where F > 0...
5, (20 points) Consider the following cost function: c(q:F)-F +109 + 뚤, where F > 0 represents the fixed cost F = c(QF). (a) (5 points) Compute the marginal cost function, MC(q) (q; F) b) (5 points) Show that the marginal cost function MC() is increasing. (c) (10 points) Recall the average cost function, AC(q; F) - Find (F the value of q (given F) at which AC(q; F) MC(4)
Suppose the firm’s total cost and marginal cost functions are given by TC=54+Q+2Q^3 and MC=1+4Q^2, respectively....
Suppose the firm’s total cost and marginal cost functions are given by TC=54+Q+2Q^3 and MC=1+4Q^2, respectively. What is the output level that minimizes average total cost? A. 2 B. 3 C. 6 D. 8
6. Suppose you are given the average cost function, AC=2Q+5+ 30/Q. Using calculus, determine the marginal cost associated with this function. Determine the value of the firm's marginal cost when Q=50. Graph the MC function with MC on the vertical axis and Q on the horizontal.
ASAP
6. Suppose you are given the average cost function, AC=2Q+5+ 30/Q. Using calculus, determine the marginal cost associated with this function. Determine the value of the firm's marginal cost when Q=50. Graph the MC function with MC on the vertical axis and Q on the horizontal.
need done ASAP
Given the following cost function, determine the following cost functions TVC, ATC, AVC, AFC, MC, and their values when 0 - 10,000 TC = 10,000 + 6Q+0.000102 NOTE SPECIAL INSTRUCTIONS: • You MUST USE COMMAS IN NUMBERS MEASURED IN THOUSANDS OR ABOVE (E.G., 10,000) . YOU MUST USE THE ZERO BEFORE THE DECIMAL PONT F THE VALUE IS LESS THAN ONE (1.0, 0.0005) • Do NOT USE THE DOLLAR SIGN ($) BEFORE YOUR COST VALUES & USE...
Question 1. Cost concepts The concepts of "marginal cost" (MC) and "average cost" (AC) are routinely used in economics. (a) Suppose the total cost function is C(q) = 9+0.250, where is the output level of the firm. Derive the marginal cost and the average cost implied by this cost function. Provide a diagram (with q on the horizontal axis) to illustrate the shape of these MC and AC functions. (b) What does returns to scale mean? Does a firm with...
Question 3-4
SESSION 13 The marginal revenue is the rate of change in total revenue per unit increase in output, Q The marginal cost is the rate of change in total cost per unit increase in output, Q AR is defined as average revenue per unit for the first Q su ccessive units sold. AR is determined by dividing total reven ue by the quantity sold, Q The AR function is equal to price, P. where Pis given by the...
5, (20 points) Consider the following cost function: c(q:F)-F +109 + 뚤, where F > 0 represents the fixed cost F = c(QF). (a) (5 points) Compute the marginal cost function, MC(q) (q; F) b) (5 points) Show that the marginal cost function MC() is increasing. (c) (10 points) Recall the average cost function, AC(q; F) - Find (F the value of q (given F) at which AC(q; F) MC(4)
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