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Monopoly: Marginal Cost and Long Run Equilibrium

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Monopoly: Marginal Cost and Long Run Equilibrium
Chapter 11: Problems 2(a, b), 4(a, c), and 6

2. Ajax cleaning Products is a medium sized operating in an industry dominated by one large firm Tile King; Ajax produces a multi-headed tunnel wall scrubber that is similar to a model produced by Title King to avoid the possibility of price war. The price charged by Title King is $ 20,000.

Ajax has the following short-run cost curve:

TC = 800,000 - 5,000Q + 100Q^2

a) Compute the marginal cost curve for Ajax

answer:

Marginal Cost (MC) = dTC/dQ

Since the derivative of a constant = 0,
MC = -5,000 + 200Q

b) Given Ajax pricing strategy, what is the marginal revenue function for Ajax?

Since Ajax is pricing as if it were a perfectly competitive firm, then, it's price would equal its marginal revenue, thus:

P = MR = $20,000

c) Compute the profit maximizing level of output for Ajax:

A profit maximizing level of output would be achieved at the point where MR = MC

We thus have to set both functions equal each other and then solve for Q.

20,000 = -5000 + 200Q

Solving for Q:

20000 + 5000 = 200Q

25,000 = 200Q

25,000/200 = Q

125 = Q

125 is the profit maximizing quantity that Ajax would have to produce in order to realize the maximum profit possible.

d) Compute Ajax's total dollar profits:

profit = TR - TC

Profit = (20,000*Q) - (800,000 - 5000Q + 100Q^2)

Profit = (20,000*125) - (800,000 - 5000*125 + 100*125^2)

Profit = 2,500,000 - (800,000 - 625,000 + 1,562,500)

Profit = 2,500,000 - 1,737,500

Profit = $762,500
4. Unique creations hold a monopoly position in the production and sale of magnometers the cost function facing Unique is estimated to be
Marginal cost of unique is $ 20.00 as a marginal cost is the cost that is incurred due to the increase of the cost divided by increase in the quantity.
Answer:

Suppose that unique produces 10 units
Total cost: 100,200
20 Units produced: 100, 400
Increase in cost =8 100,400-100,200 =200

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