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Flashcards cover key concepts from the notes: calculating equilibrium, effects of a binding price ceiling, determining traded quantity under ceilings, and interpreting the pork demand function with respect to income and prices of related goods.
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What are the equilibrium price and quantity when Qs = 4 + 2P and QD = 100 − 2P?
P* = 24 and Q* = 52.
If a binding price ceiling of P = 20 is imposed on the market with the given equations, what are QD and QS at P = 20, and what happens to traded quantity?
QD = 60, QS = 44; there is a shortage of 16 units. Without rationing, the traded quantity equals 44 (the supply).
Under a binding price ceiling with no rationing, how is the actual traded quantity determined?
The traded quantity is the short side of the market, i.e., min(QD, QS); in this example, 44 units.
In the pork demand function Q = 161 − 20p + 20pb + 3pc + 0.002Y, what is the effect on Q of a 90-unit increase in Y?
ΔQ = 0.002 × 90 = 0.18 million kg (increase).
In the same pork demand function, what is the effect on Q of a 20-unit increase in pb (the price of beef)?
ΔQ = 20 × 20 = 400 (million kg) increase; pork demand rises with a higher beef price (substitute relationship).
Which of the following factors causes a shift in the demand curve for a textbook? (list all that apply)
c) a drop in the price of a competing textbook; d) an increase in the number of students; e) the publication of a new textbook in the field.
What is the difference between a movement along the demand curve and a shift in the demand curve?
A movement along the curve is caused by a change in the good’s price; a shift is caused by non-price determinants (income, prices of related goods, number of buyers, etc.).
Under a binding price ceiling with no rationing, what determines the actual quantity traded in the market?
The short side of the market; the traded quantity equals min(QD, QS); e.g., in a shortage scenario it equals QS.
In the pork demand function, what is the sign of the cross-price coefficient for pb, and what does that imply?
The coefficient is +20, implying beef and pork are substitutes; a rise in beef price increases pork demand.
What is the general method for finding the equilibrium price in a market with linear supply and demand functions?
Set Qs = Qd and solve for P; then substitute P back to find Q.