Question

There is a shortage of college basketball and football tickets for some games, and a surplus occurs for other games The following graph shows the market for the football team home games. Suppose that your favorite football team has a stadium that seats 15,000 people and that for every game during the season, the football team administrators charge $15 for tickets. The demand curve for the tickets for the top-of-the-league games is labeled DTop and the demand curve for the tickets for the low-ranked games is labeled DLow On the following graph, use the green points (triangle symbol) to plot the supply curve for the tickets for the football team home game. Then use the grey points (star symbol) to plot the demand curve according to the team administrators

30 29 28 27 Supply 25 24 23 21 Demand 18 17 16 ш 11 O 10 Top 20 30 40 50 60 QUANTITY (Thousands of tickets) tickets sold. The price of $15 per tickets will result in Suppose that the team is to play against a top-ranking rival. The demand curve for the game tickets is DTop

The number of tickets demanded will be tickets, which means that there is aof tickets because the quantity of tickets exceeds the quantity of tickets at the market price. If, instead, your team were to play against a low-ranking rival, the quantity of tickets would exceed the quantity of tickets which would result in a of tickets.

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(a) Supply curve is perfectly inelastic and vertical at quantity of 15,000. The demand curve as per administrators is horizontal and perfectly elastic at $15, plotted as follows.

0 0 30 0 222222298765 431109876543210 322222222221111111111

(b) Price of $15 will result in 15,000 tickets sold (since maximum capacity is 15,000 seats).

(c) When playing against Top-ranking rival, relevant demand curve is DTop.

Number of tickets demanded is 40,000, which means there is shortage because quantity of tickets demanded exceeds quantity of tickets supplied.

(d) When playing against Low-ranking rival, relevant demand curve is DLow.

Quantity of tickets supplied exceeds quantity of tickets demanded (15,000 > 10,000), which will result in surplus.

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