Question

Suppose that a monopolist calculates that at its present output marginal revenue is $10.00 and marginal...

Suppose that a monopolist calculates that at its present output marginal revenue is $10.00 and marginal cost is $15.00. In order to maximize profits this firm should

a. keep price the same and raise output.

b. raise price and lower output.

c. keep price the same and lower output.

d. lower price and raise output.

Homework Answers

Answer #1

Profit is maximized when MR=MC . MR curve for a monopolist is downward sloping. MC can be upward sloping or constant.

Here MR<MC . This means that monopolist is producing at a level more than the profit maximizing level of output. If monopolist reduces the level of output, MC will start falling if it is upward sloping curve and MR will start rising. This will happen as long as MR= MC.

Even if MC is constant for monopolist, a fall in output will increase MR. This will happen as long as MR=MC.

As monopolist reduces the output, monopolist will increase the price level to maximize profit.

So correct answer is

b. raise price and lower output

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
If a monopolist is producing a quantity where marginal revenue is equal to $16 and the...
If a monopolist is producing a quantity where marginal revenue is equal to $16 and the marginal cost is equal to $12, the monopolist should ________ to maximize profits. Group of answer choices a. continue producing at the current price b. increase production and lower the price c. increase production and increase the price d. decrease production and increase the price
If marginal cost exceeds marginal revenue, a. the firm can increase profits by increasing output b....
If marginal cost exceeds marginal revenue, a. the firm can increase profits by increasing output b. the firm will lower profits by increasing output c. the firm is maximizing profits d. average cost equals average revenue e. total cost exceeds total revenue
Q1. A monopolist has the following demand function and marginal cost function P = 120 –...
Q1. A monopolist has the following demand function and marginal cost function P = 120 – Q and MC = 30 + Q. i. Derive the monopolist’s marginal revenue function. ii. Calculate the output the monopolist should produce to maximize its profit. ii. (continuation) iii. What price does the monopolist charge to maximize its profit? Now assume that the monopolist above split into two large firms (Firm A and Firm B) with the same marginal cost as the monopolist. Let...
A monopolist faces a demand function defined as Q = 40 – 2P. The monopolist's marginal...
A monopolist faces a demand function defined as Q = 40 – 2P. The monopolist's marginal cost is equal to $15 at all levels of output. What price should the firm charge in order to maximize profits?
The monopolist wants to maximize its profits or minimize its losses. Analyze the case and give...
The monopolist wants to maximize its profits or minimize its losses. Analyze the case and give a recommendation as to what the monopolist should do based on the possible recommendations provided below. Explain how you reached this recommendation and the reasons for it.   Possible Recommendations: a. Increase production and reduce the price. b. Decrease production and raise the price. c. Shut down. d. The monopoly is currently at the correct position. Price = 3 Marginal Revenue = 2 Quantity of...
In the long run, a pure monopolist will maximize profits by producing that output at which...
In the long run, a pure monopolist will maximize profits by producing that output at which marginal cost is equal to a. average total cost b. marginal revenue c. average variable cost d. average cost.
Example 1: Suppose a monopolist faces an inverse demand function as p = 94 – 2q....
Example 1: Suppose a monopolist faces an inverse demand function as p = 94 – 2q. The firm’s total cost function is 1.5q2 + 45q + 100. The firm’s marginal revenue and cost functions are MR(q) = 90 – 4q and MC(q) = 3q + 45. How many widgets must the firm sell so as to maximize its profits? At what price should the firm sell so as to maximize its profits? What will be the firm’s total profits?
A firm's output price is $5 and the firm is producing 37 units with a marginal...
A firm's output price is $5 and the firm is producing 37 units with a marginal cost of $3. The firm should A. lower its price. B. decrease production. C. increase production. D. raise its price.
A monopolist will: A. Never produce at an output level where marginal revenue is positive B....
A monopolist will: A. Never produce at an output level where marginal revenue is positive B. Never produce at an output level where marginal revenue is constant C. Never produce at an output level where marginal revenue is negative D. Never produce at an output level where marginal cost is positive E. Ignore marginal revenue as long as average revenue is positive. In the long run: A. Monopolies never earn econimic profit B. Econimoc proifts and losses determine entry and...
Explain why a monopolist maximizes its long-run profit by producing that output for which marginal revenue...
Explain why a monopolist maximizes its long-run profit by producing that output for which marginal revenue equals long-run marginal cost. What sense does this monopolist pricing differ to perfect competitive market? (