Question

consider two iso quant curves , combination A on iso quant curve 1 has 6 units...

consider two iso quant curves , combination A on iso quant curve 1 has 6 units of capital (K) and 3 units of labor

(L) , produce , output Q1 = 90 unit of x . combination B on iso quant curve 2 , has (6.k and 4.L) produces Q2 = 115

unit of x

Which of the following may be deduced from the above information?

Select one:
a. given capital is fixed at 6 units, the average product of labor with three units of labor is 30
b. given capital is fixed at 6 units and the firm employs 3 units of labor, the marginal product of the
fourth unit of labor is 25
c. the marginal rate of technical substitution at A is (approximately) equal to two
d. all of the above

Homework Answers

Answer #1

option d all of the above is the correct option. When the capital is fixed at 6 , the marginal product of labour is 25 units because the fourth unit produces 115-90 = 25 units of output. Thus, option b is correct. Also, at the fixed capital of 6, the average product of labour with three units of labour is 90/3 = 30 units. Thus, option a is also correct. The marginal rate of technical substitution at A is approximately 2 because it requires double amount of capital than labour. Thus, c option is also correct. Therefore , d option which is all of the above is the correct option for this question.

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
2. Consider the following production functions, to be used in this week’s assignment: (A) F(L, K)...
2. Consider the following production functions, to be used in this week’s assignment: (A) F(L, K) = 20L^2 + 20K^2 (B) F(L, K) = [L^1/2 + K^1/2]^2 a (i) Neatly draw the Q = 2,000 isoquant for a firm with production function (A) given above, putting L on the horizontal axis and K on the vertical axis. As part of your answer, calculate three input bundles on this isoquant. (ii) Neatly draw the Q = 10 isoquant for a firm...
A firm has the production function: Q = L 1 2 K 1 2 Find the...
A firm has the production function: Q = L 1 2 K 1 2 Find the marginal product of labor (MPL), marginal product of capital (MPK), and marginal rate of technical substitution (MRTS). Note: Finding the MRTS is analogous to finding the MRS from a utility function: MRTS=-MPL/MPK. Be sure to simplify your answer as we did with MRS. A firm has the production function: Q = L 1 2 K 3 4 Find the marginal product of labor (MPL),...
Given the Cobb-Douglas production function q = 2K 1 4 L 3 4 , the marginal...
Given the Cobb-Douglas production function q = 2K 1 4 L 3 4 , the marginal product of labor is: 3 2K 1 4 L 1 4 and the marginal product of capital is: 1 2K 3 4 L 3 4 . A) What is the marginal rate of technical substitution (RTS)? B) If the rental rate of capital (v) is $10 and the wage rate (w) is $30 what is the necessary condition for cost-minimization? (Your answer should be...
Suppose the production function is given by formula Q = KL. A) Draw the isoquant curve...
Suppose the production function is given by formula Q = KL. A) Draw the isoquant curve for Q = 128. (Draw K on the vertical axis and L on the horizontal axis.) B) Suppose K = 4. How many units of labor should the firm use if it wants to produce 128 units of output? Label it point X on the isoquant curve. C) Suppose K = 8.How many units of labor should the firm use if it wants to...
Determine which of the following statement below are correct. Multiple statements may be correct. If you...
Determine which of the following statement below are correct. Multiple statements may be correct. If you are asked to evaluate an approximate variable, you should consider a 10% tolerance for the variable (plus or minus 10%). A firm's production function is equal to Q = K^(1/2) L^(1/2) and the Marginal Product of Labor is equal to: MP(L) = 1/2 * K^(1/2) * L^(-1/2) You know that capital (K) is currently fixed at 100 units. When labor increases from 49 to...
Consider the production function Q = f(L,K) = 10KL / K+L. The marginal products of labor...
Consider the production function Q = f(L,K) = 10KL / K+L. The marginal products of labor and capital for this function are given by MPL = 10K^2 / (K +L)^2, MPK = 10L^2 / (K +L)^2. (a) In the short run, assume that capital is fixed at K = 4. What is the production function for the firm (quantity as a function of labor only)? What are the average and marginal products of labor? Draw APL and MPL on one...
production function Consider a firm that produces a single output good Y with two input goods:...
production function Consider a firm that produces a single output good Y with two input goods: labor (L) and capital (K). The firm has a technology described by the production function f : R 2 + → R+ defined by f(l, k) = √ l + √ k, where l is the quantity of labor and k is the quantity of capital. (a) In an appropriate diagram, illustrate the map of isoquants for the firm’s production function. (b) Does the...
If a firm has the production function f(L,K) =(L+1)K, and currently uses no units of labor,...
If a firm has the production function f(L,K) =(L+1)K, and currently uses no units of labor, but K=3 units of capital, what is its marginal rate of substitution?Aretherevaluesofwandrsuchthatthischoiceoffactorinputs is optimal?
1. A firm can manufacture a product according to the following production function, Q = 4K1/2...
1. A firm can manufacture a product according to the following production function, Q = 4K1/2 L1/2 and the Marginal Product of Labor is MP(L) = 2K1/2 L-1/2. Recall that VMP(L) = w. a. Suppose that capital is fixed at 25 units. If the firm can sell its output at $200 per unit and employs 64 units of labor, how much should it pay its labor to maximize profits? b. Using the information in (a), assume that you pay $5/unit...
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...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT