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Company ABC sells bikes. Each bike sells for $200 each.  1. Find the revenue, R(x), as a function of the number of bikes, x, sold. (Revenue is the total amount of money taken in for selling x bikes.)         Answer: R(x)=   2. Using your function (not guess and check), R(x), what is the company's revenue if they sell 1000 bikes?       Answer:      3. The company must make at least $250,311 dollars in revenue to break even of the production of the bike, using your function R(x) from number 1 (not guess and check). How many bikes must they sell to break even?         Answer:

Company ABC sells bikes. Each bike sells for $200 each.  1. Find the revenue, R(x), as a function of the number of bikes, x, sold. (Revenue is the total amount of money taken in for selling x bikes.)         Answer: R(x)=   2. Using your function (not guess and check), R(x), what is the company's revenue if they sell 1000 bikes?       Answer:      3. The company must make at least $250,311 dollars in revenue to break even of the production of the bike, using your function R(x) from number 1 (not guess and check). How many bikes must they sell to break even?         Answer:

College Algebra
College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter3: Functions
Section3.1: Functions And Function Notation
Problem 1TI: Table 2(1) lists the five greatest baseball players of all time in order of rank. Is the rank a...
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  1. Company ABC sells bikes. Each bike sells for $200 each. 

    1. Find the revenue, R(x), as a function of the number of bikes, x, sold. (Revenue is the total amount of money taken in for selling x bikes.)

       

        Answer: R(x)=

     

    2. Using your function (not guess and check), R(x), what is the company's revenue if they sell 1000 bikes?

     

        Answer: 

     

     

    3. The company must make at least $250,311 dollars in revenue to break even of the production of the bike, using your function R(x) from number 1 (not guess and check). How many bikes must they sell to break even?

       

        Answer:   

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