Question

How much output can a firm produce?

How much output can a firm produce?

Homework Answers

Answer #1

If the firm is in a perfect market, they can produce as much output as they can at the given price. They will produce at the point where the Marginal cost and the price of the firm will be equal .

If the firm is a monopoly or monopolistic competition then they will produce at the point where the MR and the MC are equal. this will be there profit maximizing output, being a price searcher in the market if they produce more than this the profit will decrease.  

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Suppose a firm has production function f(x1, x2) = x1 + x2. How much output should...
Suppose a firm has production function f(x1, x2) = x1 + x2. How much output should the firm produce in the long run?
What's wrong with the following statement? Firms should produce as much output as they can sell.
What's wrong with the following statement? Firms should produce as much output as they can sell.
How does a firm determine which level of output to produce in order to maximize profit?...
How does a firm determine which level of output to produce in order to maximize profit? What happens to profit if the firm produces greater than or less than the optimal level of output?
A firm uses two inputs, capital K and labor L, to produce output Q that can...
A firm uses two inputs, capital K and labor L, to produce output Q that can be sold at a price of $10. The production function is given by Q = F(K, L) = K1/2L1/2 In the short run, capital is fixed at 4 units and the wage rate is $5, 1. What type of production function is F(K, L) = K1/2L1/2 ? 2. Determine the marginal product of labor MPL as a function of labor L. 3. Determine the...
4. To produce 16 units of output a firm can use either four workers (L) or...
4. To produce 16 units of output a firm can use either four workers (L) or two machines (K).   a. Write down the production function q = f(L, K) that represents this production technology. b. What is the firm’s MRTS? c. Graph the isoquant associated with q = 32.  
Due to the fact that the marginal cost curve tells us how much output a perfectly...
Due to the fact that the marginal cost curve tells us how much output a perfectly competitive firm will produce at any given price, the marginal cost curve is the perfectly competitive firm's: Group of answer choices Horizontal demand curve. None of the available answers. Profit per unit. Demand curve. Supply curve.
Suppose a 950kg car can produce a useful power output of 42.4hp. a. How long, in...
Suppose a 950kg car can produce a useful power output of 42.4hp. a. How long, in seconds, will it take the car to reach a speed of 15m/s, neglecting friction? b. How long, in seconds, will this acceleration take if the car also climbs a 2.95m high hill in the process?
A firm produces an output with the production function Q = KL, where Q is the...
A firm produces an output with the production function Q = KL, where Q is the number of units of output per hour when the firm uses K machines and hires L workers each hour. The marginal products for this production function are MPK= L and MPL= K. The factor price of K is 4 and the factor price of L is 2. The firm is currently using K = 16 and just enough L to produce Q = 32....
A firm uses capital and labor to produce output according to the production ? = 4√??...
A firm uses capital and labor to produce output according to the production ? = 4√?? (a) Find the marginal product of labor (MPL) and marginal product of capital (MPK). (b) If the wage w=$1/labor-hr. and the rental rate of capital r=$4/machine-hr., what is the least expensive way to produce 16 units of output? (c) What is the minimum cost of producing 16 units? (d) Show that for any level of output, q, the minimum cost of producing q is...
"The amount of product a firm can produce in one week as a function of its...
"The amount of product a firm can produce in one week as a function of its capital investment K and its labor L and is given by x = ?(KL) where x is the number of units the firm produces in one week, K is the number of machines, and L is the number of man-hours per week. Assume that K is fixed at 11 machines. The only expenses are the cost to operate the machines and wages for the...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT