The demand for a certain fraternity's plastic brownie dishes is q(p) = 361,201 − (p + 1)2 where q represents the number of brownie dishes that the fraternity can sell each month at a price of p¢. Use this function to determine the following. (a)Determine the number of brownie dishes the fraternity can sell each month if the price is set at 90¢. (b)Determine the number of brownie dishes they can unload each month if they give them away. (c)Determine the lowest price at which the fraternity will be unable to sell any dishes.
The demand for a certain fraternity's plastic brownie dishes is q(p) = 361,201 − (p + 1)2 where q represents the number of brownie dishes that the fraternity can sell each month at a price of p¢. Use this function to determine the following. (a)Determine the number of brownie dishes the fraternity can sell each month if the price is set at 90¢. (b)Determine the number of brownie dishes they can unload each month if they give them away. (c)Determine the lowest price at which the fraternity will be unable to sell any dishes.
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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The demand for a certain fraternity's plastic brownie dishes is
q(p) = 361,201 − (p + 1)2
where q represents the number of brownie dishes that the fraternity can sell each month at a price of p¢. Use this function to determine the following.
(a)Determine the number of brownie dishes the fraternity can sell each month if the price is set at 90¢.
(b)Determine the number of brownie dishes they can unload each month if they give them away.
(c)Determine the lowest price at which the fraternity will be unable to sell any dishes.
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