A non-profit organization sends flyers to people on its mailing list. Based on how many flyers it sends out, the organization has an expected number of people who will respond with a donation. Let f(x) represent the number of people who will respond to the flyer, when x flyers were sent out. Also, based on how many people respond to the flyer, the organization knows how much money they can expect to receive. Let h(x) represent the total amount the organization expects to receive (in dollars) when x people respond to the flyer. See the tables of values below. 17500 20400 23100 25600 27900 h(x) 30625 35700 40425 44800 48825 50000 60000 70000 80000 90000 f(x) 17500 20400 23100 25600 27900 How many responses-per-flyer does the organization expect if they send out 80000 flyers? Answer: responses/flyer How many dollars-per-response do they expect if they get 17500 responses? Answer: dollars/response How many dollars-per-flyer do they expect to receive if they send out 70000 flyers?
A non-profit organization sends flyers to people on its mailing list. Based on how many flyers it sends out, the organization has an expected number of people who will respond with a donation. Let f(x) represent the number of people who will respond to the flyer, when x flyers were sent out. Also, based on how many people respond to the flyer, the organization knows how much money they can expect to receive. Let h(x) represent the total amount the organization expects to receive (in dollars) when x people respond to the flyer. See the tables of values below. 17500 20400 23100 25600 27900 h(x) 30625 35700 40425 44800 48825 50000 60000 70000 80000 90000 f(x) 17500 20400 23100 25600 27900 How many responses-per-flyer does the organization expect if they send out 80000 flyers? Answer: responses/flyer How many dollars-per-response do they expect if they get 17500 responses? Answer: dollars/response How many dollars-per-flyer do they expect to receive if they send out 70000 flyers?
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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