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Price Ceilings and Floors
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Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

Mar 30, 2015

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Brittney Sevick
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Page 1: Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

Price Ceilings and Floors

Page 2: Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

How much rent do you pay per month during the academic year?

(Enter DK if you don’t know.)

Page 3: Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

The price elasticity of demand for rental housing is –1, and the price elasticity of

supply is +1/4. A rent ceiling is set at 20% below equilibrium price. The number of

units rented A) Increases by 20%.

B) Decreases by 20%.

C) Decreases by 5%.

D) Increases by 25%.

E) Decreases by 10%.

Page 4: Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

What percentage of new restaurants fail during the first

three years of operation?

A) 10-20%

B) 20-30%

C) 30-40%

D) 40-50%

E) 50-60%

Page 5: Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

What’s the answer?

About 59% of new restaurants fail in first 3 years of operation according to a 2005 study. See the link to the article “Why restaurants fail” on the class web page.

Page 6: Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

A profit maximizing firm has fixed costs of $100, variable costs of $20 per unit and capacity of 10. The price of output is $15. In the short run, how

many units should it sell? A) 0

B) 6 and 2/3

C) 10

D) 4

E) 20

Page 7: Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

A profit maximizing firm has fixed costs of $100, variable costs of $20

per unit and capacity of 10. The price of output is $25. In the short

run, how many units should it sell? A) 0

B) 8

C) 10

D) 5

E) 20

Page 8: Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

And on to our lecture…

But don’t shut off your clicker.

Page 9: Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

A profit maximizing firm has fixed costs of $100, variable costs of $20 per unit and

capacity of 10. In the long run, the firm can escape its fixed costs by shutting down. What is the lowest price at which it would stay in

business in the long run? A) $20

B) $25

C) $30

D) $100

E) $120

Page 10: Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

Why is this?

• If the firm operates at full capacity, its total costs will be $300=$100+$20x10.

• Its average costs will be $30=$300/10.• It will want to shut down if price is less

than average cost. • It will be better off staying in business than

shutting down if price is greater than average cost.

Page 11: Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

A restaurant has fixed costs of $100 and variable costs of $10 per meal.

How does a sales tax of $5 per meal sold affect a restaurant’s costs?

A) Increases marginal cost by $5.

B) Increases average cost by $5.

C) Both A and B.

Page 12: Price Ceilings and Floors. How much rent do you pay per month during the academic year? (Enter DK if you dont know.)

Whoops!• In class, I said the correct answer was A.

– I goofed!

• It is true that marginal cost rises by $5, but as Andy Shu pointed out to me right after class, so does average cost, so the correct answer is C.

• Here is Andy’s argument.– With no tax, when n meals are sold, total cost is 100+10n and

average cost is (100+10n)/n=(100/n)+10.– With a tax of $5 per meal, total cost is 100+15n and average cost is

(100+15n)/n=(100/n)+15. – Therefore average cost rises by $5.