Checkout
checkout
view
Your Cart Your Cart: item(s)
View Details $1.99 Download Add to Cart

Using the implicit function theorem to maximize profit.

Assume that firm A produces good G using only labor. Therefore, the firm's output is a function of the quantity of labor hired (i.e. output = q(L)). Assume further that this firm receives a price (p) for good G and pays laborers a wage (w) that are both constant, and that the firm pays a constant health care cost (h) for each worker. If total revenue is calculated as pq(L), and the total cost of paying all laborers is measured by the equation TC = (w + h)L, we have a profit function that looks like this:  = pq(L) - (w + h)L. To maximize profits, firm A must adjust L until profits are maximized at L*. a. From the profit equation, derive an equation for the m... click for more

Subject:

Economics

Topic:

Principles of Mathematical Economics

Posting ID:

2469

OTA ID:

101733

View Details $1.99 Download Add to Cart

applied microeconomics

How much time should be spent studying for each class? That is, maximize GPA by determining E* and U* subject to the 12 hour study time constraint. b. Did this allocation of study time maximize or minimize your GPA?

Subject:

Economics

Topic:

Principles of Mathematical Economics

Posting ID:

3249

OTA ID:

101733

View Details $1.99 Download Add to Cart

Implicit Function Theorem

Use the Implicit Function Theorem to derive an equation for the slope of the isoquant associated with this production function.

Subject:

Economics

Topic:

Principles of Mathematical Economics

Posting ID:

3266

OTA ID:

101733

View Details $1.99 Download Add to Cart

Monopolist Problem

a. Find the equilibrium levels of output for goods 1 and 2. b. Show whether these levels of output maximize profits. c. Use comparative statics to show whether this monopolist's equilibrium profits will rise or fall if the monopolist makes these goods more similar (i.e. more homogeneous).

Subject:

Economics

Topic:

Principles of Mathematical Economics

Posting ID:

3439

OTA ID:

101733

View Details $1.99 Download Add to Cart

Internal economies of scale and the six-tenths rule

The six-tenths rule quantifies the relationship between the relevant costs of a firm's decision to expand and the increased internal economies that result from that expansion. 1. A small printing firm has technological costs of £48000 per annum, which give it a processing capability of 200 documents per week. The total monthly revenue the firm currently receives from the sale of these high value documents is £16000. The firm's owner draws an annual salary of £42000, and those of the four workers involved directly in the processing of documents amounts to a further £72000 per annum. Additionally a part-time administrator is employed at an annual cost of £12000. It is assumed that... click for more

Subject:

Economics

Topic:

Principles of Mathematical Economics

Posting ID:

3925

OTA ID:

103139

Page generated in 0.0112 seconds

About Us ·  Contact Us ·  Samples ·  Solutions ·  Legal Terms and Conditions ·  Privacy Policy

©2008 SolutionLibrary.com

Search for Solutions About Us Samples