The only nail salon in town offers two services: manicures and pedicures. The salon has two types of customers: one type of customer generally wears sandals, and one type of customer generally wears boots. Sandal wearers are willing to pay $32 for a pedicure and $8 for a manicure. Boot wearers are willing to pay $24 for a pedicure and $24 for a manicure. Assume that the salon can provide each of these services at a marginal cost of $2 per service. There are equal numbers of each type of customer. 1st attempt See Hint Suppose the salon is able to use tying (bundling) to price manicures and pedicures, though it may still also sell each service individually. If the salon wants to maximize profits, it should price the services as follows: Price of the bundle (manicure and pedicure together) = $ Price of a manicure > $ Price of a pedicure = $
The only nail salon in town offers two services: manicures and pedicures. The salon has two types of customers: one type of customer generally wears sandals, and one type of customer generally wears boots. Sandal wearers are willing to pay $32 for a pedicure and $8 for a manicure. Boot wearers are willing to pay $24 for a pedicure and $24 for a manicure. Assume that the salon can provide each of these services at a marginal cost of $2 per service. There are equal numbers of each type of customer. 1st attempt See Hint Suppose the salon is able to use tying (bundling) to price manicures and pedicures, though it may still also sell each service individually. If the salon wants to maximize profits, it should price the services as follows: Price of the bundle (manicure and pedicure together) = $ Price of a manicure > $ Price of a pedicure = $
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![The only nail salon in town offers two services: manicures and pedicures. The salon has two types of customers: one type of customer generally wears
sandals, and one type of customer generally wears boots. Sandal wearers are willing to pay $32 for a pedicure and $8 for a manicure. Boot wearers are
willing to pay $24 for a pedicure and $24 for a manicure. Assume that the salon can provide each of these services at a marginal cost of $2 per service.
There are equal numbers of each type of customer.
V
1st attempt
Suppose the salon is able to use tying (bundling) to price manicures and pedicures, though it may still also sell each service individually.
If the salon wants to maximize profits, it should price the services as follows:
Price of the bundle (manicure and pedicure together) = $
Price of a manicure > $
See Hint
Price of a pedicure = $](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F535cb7da-23fd-459f-9f59-a568f8dd366d%2F0e65c3fe-aadf-4aca-b583-bd65a49f7463%2Fv2jsw9a_processed.png&w=3840&q=75)
Transcribed Image Text:The only nail salon in town offers two services: manicures and pedicures. The salon has two types of customers: one type of customer generally wears
sandals, and one type of customer generally wears boots. Sandal wearers are willing to pay $32 for a pedicure and $8 for a manicure. Boot wearers are
willing to pay $24 for a pedicure and $24 for a manicure. Assume that the salon can provide each of these services at a marginal cost of $2 per service.
There are equal numbers of each type of customer.
V
1st attempt
Suppose the salon is able to use tying (bundling) to price manicures and pedicures, though it may still also sell each service individually.
If the salon wants to maximize profits, it should price the services as follows:
Price of the bundle (manicure and pedicure together) = $
Price of a manicure > $
See Hint
Price of a pedicure = $
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