c. The demand curve remains the same at QD = 600 – 100P. The supply curve
becomes QS = -25 + 150P. To solve the two equations, set them equal to one
d. Quantity supplied would be 425 (-25 + 150 × 3) and quantity demanded would be
3. a. The demand curve is QD = 10 – P; the supply curve is QS = 2P – 5. To solve for
b. The new demand curve is QD = 13-P. To solve for equilibrium price and quantity,
c. The new supply curve is QS = 2P-8. To solve for equilibrium price and quantity,
4. a. A demand curve follows the formula QD = a – bP, where a is the quantity-axis
b. A supply curve follows the formula, QS = a + bP, where a is the quantity-axis
c. A movement in supply or demand is reflected in the effect of a change in P on
5. a. P = 4; Q = 6
b. Since the government set price is above the equilibrium price, it is a price floor.
6. a. The new supply equation is QS = -150 + 150(P – 1) where P is the equilibrium
b. P = 3.60; Q = 240.
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