For the answer, as we know, we can find AC min by using AC=MC. thus AC min=200. I am curious why the answer is not when P>=200, Supply function=P/2, and whenP<=200, Supply function=0
Another question, given that Total cost=2Q, find AC min. Since AC=2 and MC=2, by using the formula, AC=MC, what is the AC min?
So the minimum price of 200, is correct for supply curve, if we need supply curve for long run.
So your logic & reasoning will be correct for long run case only .
TC is not 2Q, rather 10000+Q2
For the answer, as we know, we can find AC min by using AC=MC. thus AC...
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.
2. Find an expression for the MC function given the following average cost functions (a) AC 20 5+30/Q (b) AC 302-4Q+6+100/Q In each case 1) state the value of fixed cost and variable cost, and 2) calculate the value of marginal cost when Q 50
Info I found from answers I got for other questions:
MC=q/500; AC=q/1000+9000/q; Firm size that minimizes average
cost-->q=3000; Long Run Price-->P=AC=$6; Equilibrium quantity
of pickles consumed=30,000; number of canaries in the industry=10;
short-run supply-->q=500P
A) What is the quantity of pickles consumed in the short
run?
Suppose that the cost function for a pickle cannery is given by TC= 9000 1000
Suppose that the cost function for a pickle cannery is given by TC= 9000 1000
A monopolist can produce at a constant average and marginal cost of AC=MC= $5. It faces a market demand curve given by Q = 53 - P. 1) Calculate the profit maximizing price and quantity for the monopolist. 2) What would be the profit maximizing price and quantity if the industry were purely competitive 3) Suppose a second firm enters the industry (Firm 2). Assuming a Cournot model of behavior, what quantity would Firm 1 produce if it thought firm...
Suppose you are analyzing a firm operating in a perfectly competitive market. You know the market demand curve is P = 300 - Q and the market supply curve is P = -525 + 2Q. You also know that the cost function of the firm is: C (Q) = -1/6Q^3 - 1/2^2 + 21Q + 100/3. Using this information find A. the quantity that will maximize profits. B. If the firm is making a profit or suffering loss
Simple AC circuit problem (I WILL DOWNVOTE IF YOU DO NOT EXPLAIN WHERE I AM GOING WRONG). Problem: Obtain the overall impedance Z given the following info: Real Power = 1000 W, Power Factor = 0.8 leading, Vrms = 220 V I am doing the following: Get the power angle phi by taking the inverse cosine of Power Factor. phi = 36.87 degrees. From the power triangle, Q = (Real Power) x tan(phi). Q = 750. S = P +...
2. Suppose a frm, tandard Ol, owns al t h land that can supportoll production, andis thus has a monopoly in the market for oil. a. Draw the typical diagram for a monopoly market, showing the profit maximizing quantity and price of Standard Oil'soil. Draw the cost curves so that the firm is making positive profits, and show the profit box. Make sure to label all relevant curves. Now draw the monopoly diagram again, but shading in consumer surplus, producer...
I cannot find a formula to calculate this answer. I know how to
get to the labor cost, but not the Overhead cost.
MC Qu. 182 A company's prime costs... A company's prime costs total $4,509,000 and its conversion costs total $5,510,000. If direct materials are $2,011,000, calculate the overhead costs: Multiple Cholce $2,498,000 $3.012.000. $1.001000 $2,011,000. $3,499,000.
Suppose instead that Lysol and Clorox were competing using quantities (Cournot Competition). Also suppose that the respective marginal cost for each firm is Mysor = 2 = Aysor and MC clorox = 2 = AC clorox. The inverse demand equation is still P = 5-Q with the marginal revenue being MR = 5 - 2Q. To make the following questions easier for you, the reaction curves have already been derived. For Lysol the reaction curve is nysor = 1.5-0.50 clorox...