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y= x+2

Vertical Shift Up 2

y= x-2

Vertical Shift Down 2

y= (x-3)^2

Horizontal Shift To The Right 3

y= (x+3)^2

Horizontal Shift To The Left 3

y= -f(x) (when f(x) is multiplied by -1)

Reflection About The X Axis

y= f(-x)

Reflection About The Y Axis

y= 2f(x)

Vertical Stretch by 2

y= 1/2f(x)

Vertical Compression by 1/2

y= f(3x)

Horizontal Compression by 3

y= f(1/3x)

Horizontal Stretch by 1/3

f(x)= mx+b

Linear Function

f(x)=b

Constant Function

f(x)= x

Identity Function

f(x)= x^2

Square Function

f(x)= x^3

Cube Function

f(x)= square root of x

Square Root Function

f(x)= 1/x

Reciprocal Function

f(x)= absolute value of x

Absolute Value Function

f(x)= int(x)= greatest integer less than or equal to x

Greatest Integer Function

(f+g)(x)

sum f+g

(f-g)(x)

difference f-g

(f•g)(x)

product f • g

(f/g)(x)

quotient f/g

f of g of x

Composite function f(g(x))

y=kx

Direct Variation

About this deck

Author: Dani M.

Textbook: Precalculus: Enhanced with Graphing Utilities (5th Edition)

Created: 2011-09-20

Updated: 2011-09-20

Size: 25 flashcards

Keywords: flash card flashcards digital flashcards note sharing notes textbook wiki college dorm class classroom exam homework test quiz university college education learn student teachers tutors share, study blue studyblue studyblu

Views: 7

Textbook: Precalculus: Enhanced with Graphing Utilities (5th Edition)

Created: 2011-09-20

Updated: 2011-09-20

Size: 25 flashcards

Keywords: flash card flashcards digital flashcards note sharing notes textbook wiki college dorm class classroom exam homework test quiz university college education learn student teachers tutors share, study blue studyblue studyblu

Views: 7

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