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Market Structure

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Market Structure



Managerial Decisions in Perfect

Competition

Perfect Competition

• Firms are price-takers

– Each produces only a very small portion of total

market or industry output

• All firms produce a homogeneous product

• Entry into & exit from the market is

unrestricted

Demand for a Competitive

Price-Taker

• Demand curve is horizontal at price determined by

intersection of market demand & supply

– Perfectly elastic

• Marginal revenue equals price

– Demand curve is also marginal revenue curve (D = MR)

• Can sell all they want at the market price

– Each additional unit of sales adds to total revenue an

amount equal to price

Demand for a Competitive

Price-Taking Firm (Figure 11.2)

S









Price (dollars)

Price (dollars)









P0 P0

D = MR









D



0 Q0 0



Quantity Quantity



Panel A – Panel B – Demand curve

Market facing a price-taker

Dynamics of equilibrium in PC

• If all firms make profits. Because of free

entry other firms enter the industry and

prices decrease till only Normal profits are

there.

• If firms make losses, firms exit and Price

increases till normal profits are made.

• Thus in the long run no profit or loss- only

Normal Profit ( Economic Profit).

Profit-Maximization in the

Short Run

• In the short run, managers must make two

decisions:

1. Produce or shut down?

• If shut down, produce no output and hires no variable

inputs

• If shut down, firm loses amount equal to TFC

2. If produce, what is the optimal output level?

• If firm does produce, then how much?

• Produce amount that maximizes economic profit









Profit =   TR  TC

Profit Margin (or Average

Profit) )Q

 ( P  ATC

Average profit  

Q Q

 P  ATC  Profit margin



• Level of output that maximizes total profit occurs

at a higher level than the output that maximizes

profit margin (& average profit)

– Managers should ignore profit margin (average profit)

when making optimal decisions

Short-Run Output Decision

• Firm’s manager will produce output where P

= MC as long as:

– TR  TVC

– or, equivalently, P  AVC

• If price is less than average variable cost (P 

AVC), manager will shut down

– Produce zero output

– Lose only total fixed costs

– Shutdown price is minimum AVC

Profit Maximization: P = $36

(Figure 11.3)





Total revenue =$36 x -600

Profit = $21,600 $11,400

= $21,600

= $10,200









Total cost = $19 x 600

= $11,400

Profit Maximization: P = $36

(Figure 11.4)





Panel A: Total revenue

& total cost









Panel B: Profit curve

when P = $36

Short-Run Loss Minimization:

P = $10.50 (Figure 11.5)









Profit = $3,150 x 300

Total cost = $17 - $5,100

= -$1,950

= $5,100









Total revenue = $10.50 x 300

= $3,150

Irrelevance of Fixed Costs

• Fixed costs are irrelevant in the production

decision

– Level of fixed cost has no effect on marginal

cost or minimum average variable cost

– Thus no effect on optimal level of output

Summary of Short-Run Output

Decision

• AVC tells whether to produce

– Shut down if price falls below minimum

AVC

• SMC tells how much to produce

– If P  minimum AVC, produce output at

which P = SMC

• ATC tells how much profit/loss if produce



•   ( P  ATC )Q

Short-Run Supply Curves

• For an individual price-taking firm

– Portion of firms’ marginal cost curve above

minimum AVC

– For prices below minimum AVC, quantity

supplied is zero

• For a competitive industry

– Horizontal sum of supply curves of all

individual firms

– Always upward sloping

Derivation of Short-Run Supply

Curves (Figure 11.6)

Long-Run Profit-Maximizing

Equilibrium (Figure 11.7)





Profit = ($17 - $12) x 240

= $1,200

Long-Run Competitive Equilibrium

• All firms are in profit-maximizing

equilibrium (P = LMC)

• Occurs because of entry/exit of firms in/out

of industry

– Market adjusts so P = LMC = LAC

Long-Run Competitive

Equilibrium (Figure 11.8)

Long-Run Industry Supply

• Long-run industry supply curve can be flat

(perfectly elastic) or upward sloping

– Depends on whether constant cost industry or

increasing cost industry

• Economic profit is zero for all points on the

long-run industry supply curve for both

types of industries

Long-Run Industry Supply

• Constant cost industry

– As industry output expands, input prices remain

constant, & minimum LAC is unchanged

– P = minimum LAC, so curve is horizontal (perfectly

elastic)

• Increasing cost industry

– As industry output expands, input prices rise, &

minimum LAC rises

– Long-run supply price rises & curve is upward sloping

Long-Run Industry Supply for a

Constant Cost Industry (Figure

11.9)

Long-Run Industry Supply for an

Increasing Cost Industry (Figure

11.10)









Firm’s output

Profit-Maximizing Input Usage

• Profit-maximizing level of input usage

produces exactly that level of output that

maximizes profit

Labour Market-

• Firms employ labour and capital because

they want to maximise profits.

• Profit = R(X)-C(X)

• = P(X).X- wL- rK

• Due to diminishing returns, some

contribute more than the wages they

receive.

• These labour contribute to the firm owner’s

Profit.

MPL 1100

M Wages are 400

P

L 900

What are profits made at different

wage levels?

750



450









300







200



100





L

MPL L1 workers are employed at

W1 wages

PROFIT



W1









Wage Bill

MPL









L1 L

PROFITS OF FIRMS

• W1L1 is the wage bill.

• Profit is the difference between the output

and the wages.

• Profits are maximised when firms employ

workers upto the point their MPL = to

wages.

• The reason for this is the diminishing

marginal productivity of labour.

Profit-Maximizing Input Usage

• Marginal revenue product (MRP)

– MRP of an additional unit of a variable input is the

additional revenue from hiring one more unit of the

input

TR

MRP   P  MP

L

• If choose to produce:

• If the MRP of an additional unit of input is

greater than the price of input, that unit should

be hired

• Employ amount of input where MRP = input price

Equating Marginal Revenue and

Marginal Cost

• The importance of equating marginal

revenue and marginal costs for

maximizing profits is straightforward.

• As long as the marginal revenue derived from

expanded output exceeds the marginal cost of

that output, the expansion of output creates

additional profits.

• However, expansion of output when the

marginal cost of production exceeds marginal

revenue will lead to losses on the additional

output, decreasing profits.

• Total revenues and total costs and the

profit-maximizing output rule give the

same result.

11.4 Short-Run Profits

and Losses

• Producing at the profit-maximizing output

level does not mean that a firm is actually

generating profits.

– It merely means that a firm is maximizing its

profit opportunity at a given price level.

– A firm could be

• earning profits

• generating losses

• breaking even

The Three-Step Method

• Three easy steps to determine economic profits,

economic losses, or zero economic profits:

– Where MR equals MC proceed down to horizontal

axis to find q*, the profit-maximizing output level.

– At q*, go straight up to demand curve, then to

price axis to find the market price, P*.

– Now you can find TR at the profit-maximizing

output level because TR = P x q.

• The last step is to find total costs.

• Go straight up from q* to the short-run

average total cost (SRATC) curve; this will

give you the average cost per unit.

• If we multiply average total costs by the

output level, we can find the total costs

(TC = ATC x q).

• If TR > TC at the profit-maximizing output level,

the firm is generating economic profits.

• If TR < TC, the firm is generating economic

losses.

• If TR - TC, the firm is earning zero economic

profits,

– Covering both implicit and explicit costs,

economists sometimes call zero economic

profit a normal rate of return.

P* = $6

ATC = $5

Evaluating Economic Losses

in the Short Run

• A firm generating an economic loss faces

a tough choice:

– Should it continue to produce or

– shut-down its operation?

• To make this decision, we need to

consider average variable costs.

• If a firm cannot generate enough revenues

to cover its variable costs, then it will have

larger losses if it operates than if it shuts

down

– (losses in that case = fixed costs).

– Thus, a firm will not produce at all unless the

price is greater than its average variable

costs.

• At price levels greater than or equal to

average variable costs, a firm may continue

to operate in the short run even if average

total costsvariable and fixed costsare

not completely covered.

– Because fixed costs continue whether the firm

produces or not, it is better to earn enough to

cover a portion of these costs rather than earn

nothing at all.

• When price is less than average total

costs but more than average variable

costs, the firm produces in the short run,

but at a loss.

– To shut down would make this firm worse off

because it can cover at least some of its fixed

costs with the excess

of revenue over its variable costs.



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