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Exponential Functions vs. Linear Functions So far in this course, the only function type we have studied is LINEAR FUNCTIONS. You spent the first lessons learning the characteristics of LINEAR FUNCTIONS. Let's remind ourselves of those now. Problem 1 YOU TRY – CHARACTERISTICS OF LINEAR FUNCTIONS Given a function, f(x) = mx + b, respond to each of the following. Refer back to previous lessons as needed. a) The variable x represents the b) f(x) represents the c) The graph of f(x) is a y-intercept d) On the graphing grid below, draw an INCREASING linear function. In this case, what can you say about the slope of the line? m quantity. quantity. f(x) is just another name for with slope and 0 (Your choices here are > or <) e) On the graphing grid below, draw a DECREASING linear function. In this case, what can you say about the slope of the line? m 0 (Your choices here are > or <) f) The defining characteristic of a LINEAR FUNCTION is that the RATE OF CHANGE (also called the SLOPE) is We say, then, that LINEAR FUNCTIONS change in an ADDITIVE way.

Exponential Functions vs. Linear Functions So far in this course, the only function type we have studied is LINEAR FUNCTIONS. You spent the first lessons learning the characteristics of LINEAR FUNCTIONS. Let's remind ourselves of those now. Problem 1 YOU TRY – CHARACTERISTICS OF LINEAR FUNCTIONS Given a function, f(x) = mx + b, respond to each of the following. Refer back to previous lessons as needed. a) The variable x represents the b) f(x) represents the c) The graph of f(x) is a y-intercept d) On the graphing grid below, draw an INCREASING linear function. In this case, what can you say about the slope of the line? m quantity. quantity. f(x) is just another name for with slope and 0 (Your choices here are > or <) e) On the graphing grid below, draw a DECREASING linear function. In this case, what can you say about the slope of the line? m 0 (Your choices here are > or <) f) The defining characteristic of a LINEAR FUNCTION is that the RATE OF CHANGE (also called the SLOPE) is We say, then, that LINEAR FUNCTIONS change in an ADDITIVE way.

Elementary Geometry For College Students, 7e
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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Exponential vs linear functions part 1 

Exponential Functions vs. Linear Functions So far in this course, the only function type we have studied is LINEAR FUNCTIONS. You spent the first lessons learning the characteristics of LINEAR FUNCTIONS. Let's remind ourselves of those now. Problem 1 YOU TRY CHARACTERISTICS OF LINEAR FUNCTIONS Given a function, f(x) = mx + b, respond to each of the following. Refer back to previous lessons as needed. a) The variable x represents the b) f(x) represents the c) The graph of f(x) is a y-intercept d) On the graphing grid below, draw an INCREASING linear function. In this case, what can you say about the slope of the line? m quantity. quantity. f(x) is just another name for with slope and 0 (Your choices here are > or <) e) On the graphing grid below, draw a DECREASING linear function. In this case, what can you say about the slope of the line? m. 0 (Your choices here are > or <) f) The defining characteristic of a LINEAR FUNCTION is that the RATE OF CHANGE (also called the SLOPE) is We say, then, that LINEAR FUNCTIONS change in an ADDITIVE way. 1
Transcribed Image Text:Exponential Functions vs. Linear Functions So far in this course, the only function type we have studied is LINEAR FUNCTIONS. You spent the first lessons learning the characteristics of LINEAR FUNCTIONS. Let's remind ourselves of those now. Problem 1 YOU TRY CHARACTERISTICS OF LINEAR FUNCTIONS Given a function, f(x) = mx + b, respond to each of the following. Refer back to previous lessons as needed. a) The variable x represents the b) f(x) represents the c) The graph of f(x) is a y-intercept d) On the graphing grid below, draw an INCREASING linear function. In this case, what can you say about the slope of the line? m quantity. quantity. f(x) is just another name for with slope and 0 (Your choices here are > or <) e) On the graphing grid below, draw a DECREASING linear function. In this case, what can you say about the slope of the line? m. 0 (Your choices here are > or <) f) The defining characteristic of a LINEAR FUNCTION is that the RATE OF CHANGE (also called the SLOPE) is We say, then, that LINEAR FUNCTIONS change in an ADDITIVE way. 1
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