8) A ferry carries people across to an island airport. It carries 2480 people per day at a cost of $3.70 per person. Surveys have indicated that for every $0.05 decrease in the fare,80 more people will use the ferry. use x to represent the number of decreases in the fare. A)write an expression to model the fare per person and the number of people that would use the ferry per day. B)determine the expression that would model the revenue, R for the ferry, which is the product of the number of people using the ferry per day and the fare person. C) use completing the square to determine the vertex of the revenue function. D)use the information in tho vortou

Algebra: Structure And Method, Book 1
(REV)00th Edition
ISBN:9780395977224
Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Chapter5: Factoring Polynomials
Section5.1: Factoring Integers
Problem 3E
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8) A ferry carries people across to an island airport. It carries 2480 people per day at a
cost of $3.70 per person. Surveys have indicated that for every $0.05 decrease in the
fare,80 more people will use the ferry. use x to represent the number of decreases in the
fare.
A)write an expression to model the fare per person and the number of people that would
use the ferry per day.
B)determine the expression that would model the revenue, R for the ferry, which is the
product of the number of people using the ferry per day and the fare person.
C) use completing the square to determine the vertex of the revenue function.
D)use the information in the vertex to determine the maximum revenue,number of people
using the ferry per day, and fare per person.
D) use the information in the vertex to determine the maximum revenue number of
people using ferry pervday<and the fare per person.
Transcribed Image Text:8) A ferry carries people across to an island airport. It carries 2480 people per day at a cost of $3.70 per person. Surveys have indicated that for every $0.05 decrease in the fare,80 more people will use the ferry. use x to represent the number of decreases in the fare. A)write an expression to model the fare per person and the number of people that would use the ferry per day. B)determine the expression that would model the revenue, R for the ferry, which is the product of the number of people using the ferry per day and the fare person. C) use completing the square to determine the vertex of the revenue function. D)use the information in the vertex to determine the maximum revenue,number of people using the ferry per day, and fare per person. D) use the information in the vertex to determine the maximum revenue number of people using ferry pervday<and the fare per person.
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