

Transformations of Linear and Exponential Functions
Presentation
•
Mathematics
•
7th - 12th Grade
•
Hard
Standards-aligned
Maggie Seawright
Used 2+ times
FREE Resource
3 Slides • 5 Questions
1
Transformations of Linear and Exponential Functions
​

2
Linear Functions
Start at the beginning: Negative sign in the front? Reflection.
Number being multiplied in the front? Vertical stretch or shrink.
Number being added or subtracted IN PARENTHESES? Shift left or right.
Number being added or subtracted at the end? Shift up or down.
3
Multiple Select
f(x)=21(x−3) What transformations occurred? Check all that apply.
Reflect over x-axis
Vertical stretch
Vertical shrink
Shift left 3
Shift right 3
4
Multiple Select
f(x)=−3x+1 What transformations occurred? Check all that apply.
Reflect over x-axis
Vertical stretch
Vertical shrink
Shift up 1
Shift down 1
5
Multiple Choice
Which function matches the description? A linear function that has been reflected over the x-axis, shifted left 2, and shifted down 5.
f(x)=1(x−2)−5
f(x)=−x+2−5
f(x)=−(x+2)−5
f(x)=(x−2)−5
6
Exponentials
Negative number in front? Reflection.
Number multiplied IN FRONT? Vertical stretch or shrink.
Number added or subtracted IN THE EXPONENT? Shift left or right.
Number added or subtracted at the end? Shift up or down.
GROWTH OR DECAY? Look at the number that has the exponent attached.
7
Multiple Select
f(x)=−(31)x−4 What transformations occurred? Check all that apply.
Reflection over x-axis
Shift up 4
Shift down 4
Exponential growth
Exponential decay
8
Multiple Choice
Which function matches the description? An exponential function that was stretched by 3, shifted right 5, and has a growth factor of 2.
f(x)=2⋅(3)x−5
f(x)=3⋅(2)(x−5)
f(x)=2⋅(3)(x+5)
f(x)=3⋅(2)x+5
Transformations of Linear and Exponential Functions
​

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