The Chess Club at Extinct Mammoth University (EMU, guess what their mascot is!!!) is planning its annual fund-raising “Stuffathon". The club will charge students $0.80 per serving of pasta. The only expenses the club will incur are the cost of the pasta, estimated at $0.25 per serving, and the $500.00 cost of renting the facility for the evening. The Chess Club has purchased enough pasta for 10,000 servings. • Write down the associated cost, revenue, and profit functions. • How many servings of pasta must the society sell in order to break even? • Find the marginal revenue function and interpret the marginal revenue at 8,000 servings.

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
Publisher:NICHOLSON
Chapter17: Capital And Time
Section: Chapter Questions
Problem 17.11P
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2. The Chess Club at Extinct Mammoth University (EMU, guess what their mascot is!!!) is
planning its annual fund-raising “Stuffathon". The club will charge students $0.80 per serving
of pasta. The only expenses the club will incur are the cost of the pasta, estimated at $0.25 per
serving, and the $500.00 cost of renting the facility for the evening. The Chess Club has
purchased enough pasta for 10,000 servings.
• Write down the associated cost, revenue, and profit functions.
• How many servings of pasta must the society sell in order to break even?
• Find the marginal revenue function and interpret the marginal revenue at 8,000 servings.
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Transcribed Image Text:2. The Chess Club at Extinct Mammoth University (EMU, guess what their mascot is!!!) is planning its annual fund-raising “Stuffathon". The club will charge students $0.80 per serving of pasta. The only expenses the club will incur are the cost of the pasta, estimated at $0.25 per serving, and the $500.00 cost of renting the facility for the evening. The Chess Club has purchased enough pasta for 10,000 servings. • Write down the associated cost, revenue, and profit functions. • How many servings of pasta must the society sell in order to break even? • Find the marginal revenue function and interpret the marginal revenue at 8,000 servings. undefined
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