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Many gyms offer a mixed two-part tariff pricing scheme. One can join the gym and then have daily access at a very low cost (often, free); alternatively, one can choose not to join and pay a higher daily fee (perhaps \(\$ 10\) or \(\$ 15\) ). Explain the rationale for this dual pricing scheme. What must be true of the gym's customers' demands?

Short Answer

Expert verified
The dual pricing scheme targets both frequent and infrequent users by offering memberships for regulars and higher fees per visit for occasional users, capitalizing on varied demand elasticities.

Step by step solution

01

Understanding the Two-Part Tariff

A two-part tariff pricing scheme consists of a fixed fee for joining (a membership fee) and a variable fee per use (a daily access cost). In the gym's case, joining means paying an initial fee for membership, which allows free or reduced-cost daily access. Alternatively, one can opt not to join but pay a higher daily fee each visit.
02

Analyzing Customer Segmentation

Gyms use this pricing strategy to segment their customers based on usage patterns. Frequent users are more likely to buy a membership since the overall cost per visit is lower when the membership is divided by the number of visits. Infrequent users might prefer paying per visit without a membership, despite the higher daily fee, as it might be cheaper for occasional use.
03

Economic Rationale Behind the Scheme

The rationale is to maximize revenue by attracting both types of customers: high-frequency users (who buy memberships) and low-frequency users (who pay per visit). This model leverages the willingness of different users to pay different prices based on their expected usage, leading to potential increased profits for the gym.
04

Required Characteristics of Demand

For this pricing strategy to be effective, customers must have diverse demand elasticities: some find it beneficial to pay per use, and others find higher utility in buying a membership. The demand elasticity characteristic should be positively correlated with frequency of use, allowing gyms to effectively cater to these differentiated needs.

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Key Concepts

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

Customer Segmentation
Customer segmentation is a powerful tool in pricing strategy. By understanding different customer behaviors, businesses like gyms can tailor their pricing to meet varied needs. Gyms often find two main segments:
  • Frequent Users: These are the customers who visit the gym often. They are more likely to purchase a membership because the cost per visit decreases with more usage.
  • Infrequent Users: These individuals visit the gym less frequently. For them, a daily fee without a membership can be more cost-effective compared to paying for a membership.
The two-part tariff allows the gym to attract both segments by offering flexible pricing options that appeal to different usage patterns, enhancing accessibility and satisfaction.
Demand Elasticity
Demand elasticity measures how sensitive the demand for a product is to changes in price. In the case of the gym's two-part tariff, demand elasticity plays a crucial role in determining how customers react to membership fees versus daily access costs.

A gym might display:
  • High Elasticity for Infrequent Users: These users are more price-sensitive to the daily fee, as they are unlikely to commit to a membership due to infrequent visits.
  • Low Elasticity for Frequent Users: They exhibit less sensitivity to the membership fee because their high usage effectively reduces their per-visit cost, making the membership more attractive despite its upfront cost.
Understanding these elasticity variations helps the gym to set pricing that optimizes customer uptake and satisfaction.
Pricing Strategy
A well-thought-out pricing strategy is essential for businesses employing a two-part tariff system. It involves setting initial membership fees and variable fees for daily access that make sense for different customer segments.

To create an effective pricing strategy, gyms should:
  • Analyze Usage Patterns: Assessing how often different customers visit the gym helps in determining the appropriate membership and per-visit fees.
  • Balance Fees: Ensure that the membership fee provides value for money for frequent users, while the daily fee remains attractive enough for occasional visitors.
  • Test and Adjust: Continuously monitoring customer responses and adjusting fees as needed can maintain a competitive edge and customer satisfaction.
By combining analysis with thoughtful pricing, gyms manage to cater to diverse customer needs effectively.
Revenue Maximization
Revenue maximization is the ultimate goal for businesses, and a two-part tariff pricing model is designed to achieve this by optimizing income from various customer segments.

Here's how this model benefits revenue:
  • Capture Varying Willingness to Pay: With different pricing tiers, gyms can capitalize on the diverse willingness of customers to pay, depending on their usage frequency.
  • Increased Market Penetration: Offering both a membership and a pay-per-visit fee means serving a broader market, attracting customers who might otherwise be unwilling or unable to afford a single pricing model.
  • Maximize Lifetime Value: By retaining both frequent and infrequent users through flexible pricing, gyms can enhance the lifetime value of their clientele.
Overall, this pricing strategy helps gyms to boost their overall revenue by effectively tapping into the consumer base's diverse spending capabilities and patterns.

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Most popular questions from this chapter

Rich Uncle Pennybags is the only seller of board games in Atlantic City, New Jersey. The inverse demand curve for board games is given by \(P=40-0.5 Q\) where \(Q\) is in hundreds of games per month. Rich Uncle Pennybags' marginal cost of producing board games is \(7+0.1 Q\). a. If Rich Uncle Pennybags cannot price discriminate, what is his profit- maximizing level of output? What is his profit-maximizing price? b. How much consumer surplus will buyers of board games receive? How much producer surplus will end up in Uncle Pennybags' pockets? How much deadweight loss is created by the board game monopoly? c. Suppose Uncle Pennybags is a magnificent salesman, able to discem perfectly his customers' willingness to pay. If he leverages this information to begin perfectly price discriminating, how many board games will he sell? d. How much surplus will buyers receive from a perfectly price discriminating Uncle Pennybags? How much producer surplus will Uncle Pennybags capture? What will the deadweight loss due to monopoly be?

Identify the pricing strategy each seller uses in the following items: a. A local bar hosts "Ladies' Night" at which women pay half-price. b. A local tire store offers Firestone tires at \(\$ 160\) each, or \(\$ 400\) for a set of \(4 .\) c. The Sands, a local country club, charges \(\$ 4,000 /\) year to join, plus a \(\$ 30\) greens fee each time you play a round of golf. d. Charmin Ultra toilet paper is sold only in 12 -roll packages. e. At Denny's, you can order a bacon and egg breakfast, but you can also order bacon and eggs individually. f. Lie-Nielsen Toolworks sells a handplane made of ordinary cast iron, but for a premium price you can buy the same plane in beautiful cast bronze.

For each situation below, identify an appropriate pricing strategy the firm could use to increase profits, if any: a. All Krispy Kreme customers have identical demands. b. Some movie buffs like action movies and love spy thrillers; others love action movies and like spy thrillers. Unfortunately, DVD movie seller Best Buy cannot tell who is who. c. AMC theaters know that working professionals have a less elastic demand for movie tickets than students and senior citizens. d. Some buyers of toner cartridges don't print very often, only printing documents that are very important. Other buyers print frequently and purchase many toner cartridges; those buyers are quite price-sensitive. e. McGraw-Hill, a publisher of college textbooks, knows there is a very active secondary market in used textbooks.

Promoters of a major college basketball tournament estimate that the demand for tickets on the part of adults is given by \(Q_{A d}=5,000-10 P\), and that the demand for tickets on the part of students is given by \(Q_{S t}=10,000-100 P\) The promoters wish to segment the market and charge adults and students different prices. They estimate that the marginal and average total cost of seating an additional spectator is constant at \(\$ 10\). a. For each segment (adults and students), find the inverse demand and marginal revenue functions. b. Equate marginal revenue and marginal cost. Determine the profit-maximizing quantity for each segment. c. Plug the quantities you found in (b) into the respective inverse demand curves to find the profit-maximizing price for each segment. Who pays more, adults or students? d. Determine the profit generated by each segment and add them together to find the promoter's total profit. e. How would your answers change if the arena where the event was to take place had only 5,000 seats?

Nathan sells gourmet hot dogs. His customers have identical inverse demands, given by \(P=5-0.25 Q\). Nathan can produce hot dogs at a constant marginal and average cost of \(\$ 1\) a. If Nathan operates as a single-price monopolist, what price should he set? How many units will he sell? What will his profits be? b. Suppose Nathan decides to create a hot dog club where members pay an annual enrollment fee and are then entitled to buy as many hot dogs as they wish at a fixed price. If Nathan chooses a fixed price of \(\$ 2.00\) per hot dog, what is the maximum membership fee he will be able to charge his customers? How much profit will Nathan earn from each customer? (Hint: Add Nathan's profits from selling hot dogs to the membership fee.) How do Nathan's profits compare to what he earned in (a)? c. If Nathan chooses a fixed price of \(\$ 1.00\), what membership fee will he be able to charge his customers? What will his overall profits be? d. Can Nathan increase his profits by charging a super-high admission fee and giving away hot dogs to members for free? e. Generalize a rule about the per-unit price and membership fee that will maximize profits for a seller implementing a two-part tariff.

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