A combination of price and quantity for a certain good that is determined by the interaction of market demand and market supply, such that quantity demanded and quantity supplied are balanced, which means that there is neither a shortage nor a surplus (in terms of the good's quantity) in the market, which implies that neither consumers nor firms have an incentive to change their behavior
The concepts from this lecture apply primarily to competitive markets ("perfect competition"). A more detailed analysis of this market structure will follow in lecture 9.
Consider the market for hoodies with the logo of a certain business school. The school got a star to wear such a hoodie on TV – good advertising! Draw a diagram to show this event's effect on the market for the hoodies. What happens to the equilibrium price and quantity?
Suppose the local cafeterias offer a dish based on strawberries and beef. The weather was good, and the price of strawberries falls. Draw a diagram to show this event's effect on the market for the dish. What happens to the equilibrium price and quantity?
Suppose the government urges students to buy a calculator and, at the same time, drops all import tariffs on calculators. Draw a diagram to show these two events' effect on the market for calculators. What happens to the equilibrium price and quantity?
Suppose that because of tensions in the Middle East, oil production is down by 4.6 million barrels per day – a five percent reduction in the world's supply of crude oil. What is the likely impact of this event on the market for crude oil, the market for gasoline, the market for new gasoline-powered cars, and the market for used gasoline-powered cars?
The demand curve for used gasoline-powered cars shifts to the left
The supply curve for used gasoline-powered cars shifts to the right, as people have an incentive to sell more of their old cars. The equilibrium price of used gasoline-powered cars falls. The effect on quantity is ambiguous.
Demand and supply in a competitive market are given by Qd = 60 - 2P and Qs = 5P - 10. Determine the equilibrium price and quantity. Find the inverse demand and supply functions. Determine the equilibrium price and quantity, using the inverse functions.