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An article in the New York Times about the New York Metropolitan Opera (the Met) suggested that the popularity of opera might be increased if the Met reduced its ticket prices. But the article observed that such ticket price cuts would be possible only if the Met received a gift from "a very deep- pocketed donor." What were the authors of the article assuming would happen to the Met's revenue following the cut in ticket prices? What were they assuming about the price elasticity of demand for tickets to the Met? Briefly explain.

Short Answer

Expert verified
The authors of the article assume that the reduction in ticket prices would decrease the Met's revenue, because they believe the demand for opera tickets is inelastic. This means that a decrease in price won't significantly increase the quantity of tickets sold, leading to a decrease in total revenue.

Step by step solution

01

Understand the scenario

In this exercise, we're looking at the possibility of reducing ticket prices at the New York Metropolitan Opera (the Met). According to an article, the idea is that making tickets more affordable might attract larger audiences and thus boost the popularity of opera. However, the article suggests this would require significant financial support from 'a very deep-pocketed donor'.
02

Analyze the assumptions about the Met's revenue

By suggesting that a generous gift is required to make the change sustainable, the authors imply a financial impact. In other words, reducing ticket prices would likely lead to a direct decrease in revenue, assuming the number of ticket sales remains constant. The suggestion seems to be that the loss in revenue could not be compensated immediately by increasing the number of tickets sold.
03

Understand the concept of price elasticity

Price elasticity of demand is a term that measures how demand for a service changes when the price for it changes. If demand is elastic, a decrease in price will result in an increase in demand, enough to offset the loss of revenue. If demand is inelastic, a decrease in price won't significantly increase demand and thus, will result in a decrease in overall revenue.
04

Analyze the assumptions about price elasticity

The authors are implying that the demand for opera tickets is relatively inelastic. This means that even if ticket prices were to fall, there wouldn't be a large-enough increase in ticket sales to compensate for the loss in revenue per ticket. Therefore, even with lower prices, without financial backing from a donor, the Met's overall revenue would decrease.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Ticket Pricing Strategies
Ticket pricing strategies are essential in determining how to maximize attendance and revenue. When considering lowering ticket prices at a venue like the New York Metropolitan Opera, several factors come into play:
  • Target Audience: Lowering prices could make attending operas more accessible to a broader audience, potentially increasing attendance.
  • Perceived Value: Sometimes, lower prices can lead to a perception of lower quality. It's important to balance pricing to ensure that the offering still feels premium.
  • Competition: Consider the ticket pricing of other entertainment options. Matching or undercutting competitors can make opera more appealing to potential audience members.
In the case of the Met, strategizing around ticket prices isn't just about dropping them. It's about understanding the market and what potential opera-goers are willing to pay without compromising on other revenue streams.
Demand Elasticity
Demand elasticity is a crucial concept affecting pricing decisions. It describes how sensitive consumer demand is to changes in price. This sensitivity can significantly impact revenue calculations and business strategies.
  • Elastic Demand: If demand is elastic, a small change in price results in a large change in the quantity demanded. For the Met, if ticket demand were elastic, lower prices might lead to a significant increase in sales offsetting the revenue drop per ticket.
  • Inelastic Demand: Conversely, inelastic demand means that price changes result in little change in the quantity sold. This appears to be the assumption for Met tickets; even if prices decrease, sales won't sufficiently increase to maintain current revenue levels.
Understanding whether demand for opera tickets is elastic or inelastic guides whether price cuts would benefit overall revenue or require additional strategies for support, such as donations or sponsorships.
Revenue Impact Analysis
Revenue impact analysis involves assessing how changes in ticket prices affect total revenue. This involves several calculations and predictions based on demand elasticity.
  • Revenue Formula: Total revenue is calculated as the product of the price per ticket and the number of tickets sold. Changes in either factor will directly impact overall revenue.
  • Elastic Scenarios: If the Met reduces ticket prices and ticket sales increase proportionally more, total revenue might increase. This happens in an elastic demand scenario.
  • Inelastic Scenarios: If the demand is inelastic, a price cut will not significantly boost sales, causing total revenue to fall unless compensated by external funding (e.g., from donors).
Accurate analysis enables the Met to forecast whether lower prices can truly compensate for decreased per-ticket revenue through increased sales, impacting strategic decisions on fundraising or supplemental income sources.

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Most popular questions from this chapter

To legally operate a taxi in New York City, a driver must have a medallion issued by the New York City Taxi and Limousine Commission, an agency of the city's government. In 2017 the number of medallions was 13,587 . In recent years the taxi industry in New York and other large cities has encountered competition from companies such as Uber, an app-based service that offers rides from drivers who own their own cars. Uber varies the prices it charges based on the demand for rides, with rides during busier periods, such as Saturday nights, having higher prices. a. What does the limitation on their number imply about the price elasticity of supply of taxi medallions? b. Is the supply of Uber rides more or less elastic than the supply of taxi rides in New York City? Briefly explain.

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Are the cross-price elasticities of demand between the following pairs of products likely to be positive or negative? Briefly explain. a. Iced coffee and iced tea b. French fries and ketchup c. Steak and chicken d. Blu-ray players and Blu-ray discs

What is the midpoint formula for calculating price elasticity of demand? How else can you calculate the price elasticity of demand? What is the advantage of using the midpoint formula?

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