A manufacturer of graphing calculators has determined that 10,000 calculators per week will be sold at a price of $95. At a price of $90, it is estimated that 12,000 calculators will be sold.a. Determine a linear function that predicts the number of calculatorsthat will be sold each month at a given price.b. Use this model to predict the number of calculatorsthat will be sold at a price of $8500.c. What is the slope of the line in part(a) and what does it represent (in words)?d. What is the y-intercept of the line in part(a) and what does it represent (in words)? A manufacturer of graphing calculators has determined that 10,000 calculators per week will be sold ata price of $95. At a price of $90, it is estimated that 12,000 calculators will be sold.a. Determine a linear function that predicts the number of calculators that will be sold each month at agiven price.b. Use this model to predict the number of calculators that will be sold at a price of $8500.c. What is the slope of the line in part(a) and what does it represent (in words)?d. What is the y-intercept of the line in part(a) and what does it represent (in words)?

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Algebra for College Students

10th Edition

ISBN:9781285195780

Author:Jerome E. Kaufmann, Karen L. Schwitters

Publisher:Jerome E. Kaufmann, Karen L. Schwitters

Chapter8: Functions

Section8.CT: Test

Problem 19CT

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A manufacturer of graphing calculators has determined that 10,000 calculators per week will be sold at a price of $95. At a price of $90, it is estimated that 12,000 calculators will be sold.

a. Determine a linear function that predicts the number of calculatorsthat will be sold each month at a given price.

b. Use this model to predict the number of calculatorsthat will be sold at a price of $8500.

c. What is the slope of the line in part(a) and what does it represent (in words)?

d. What is the y-intercept of the line in part(a) and what does it represent (in words)?

A manufacturer of graphing calculators has determined that 10,000 calculators per week will be sold at
a price of $95. At a price of $90, it is estimated that 12,000 calculators will be sold.
a. Determine a linear function that predicts the number of calculators that will be sold each month at a
given price.
b. Use this model to predict the number of calculators that will be sold at a price of $8500.
c. What is the slope of the line in part(a) and what does it represent (in words)?
d. What is the y-intercept of the line in part(a) and what does it represent (in words)?

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