Linear Transformations
Quadratics pt. 1
Quadratics pt. 2
Exponential Functions
100
Describe the translation.
g(x)=x-4
down 4
100
Given the equation, describe the transformations.
y=x^2+1
Up 1
100
The transformation from the parent function to the graph on the image below:
left 2
100
What are the transformations of y=10x + 14
Vertical stretch of 10
up 14
200
Name the transformation.
g(x)=2x
vertical stretch
200
The transformation that occurs in the quadratic function
f(x)=(x-1)^2
right 1
200
The transformation that occurs from the parent function to the graph below
down 3
200
What are the transformations of y= 2(x+7) - 9
left 7
down 9
300
Name the transformations.
g(x)=x-9
down 9
300
The transformation that occurs in the quadratic function
y=3x^2
vertical stretch of 3
300
The transformations that occur from the parent function to the graph below
right 3
down 2
300
What are the transformations of y=-2(x- 2) + 8
reflect over x
right 2
up 8
400
Describe how to go from the purple graph to the red graph
right 5 or down 5
400
Given the transformations from the parent function, write the quadratic equation:
Right 6, down 2
y=(x-6)^2-2
400
The transformations from the parent function to the graph below
left 5
up 1
400
What are the transformations of y=2(-x+8) -4
reflect over y
left 8
down 4
500
describe how this graph would look compared to the parent function
y= 3/4x - 2
compressed 3/4
down 2
500
Identify the transformations given the quadratic equation:
y=(x-4)^2-1
right 4
down 1
500
Describe the transformations that take place. The solid graph is the parent function and the dotted graph is the transformation:
Right 2, down 1
500
What are the transformations of y=-2(-x+10)
reflect over x
reflect over y
left 10
600
describe the transformation
reflect
600
Given the equation, describe the transformations:
y=1/2(x+1)^2-2
horizontal stretch by a factor of 1/2, left 1, down 2
600
The transformations from the parent function to the graph shown below
reflect over x
right 3
up 2
600
What are the transformations of y=-(1/4)(x)
horizontal stretch of 1/4
reflect over x
700
identify the transformation of the linear function
y=3x+5
vertical stretch
up 5
700
Given the transformations from the parent function, write the quadratic equation:
Reflection over the x-axis, left 7, up 3
y=-(x+7)^2+3
700
Describe the transformations that take place. The solid graph is the parent function and the dotted graph is the transformation:
Reflection over the x-axis, left 1, up 3
700
What are the transformations of y= - (1/6)(x-7)
reflect over x
horizontal stretch of 1/6
right 7
800
What are the three most basic versions of each equation along side their name?
Linear y = x
Quad y = x^2
Expo = 2^x
800
Given the transformations from the parent function, write the quadratic equation:
Reflection over the x-axis, vertical stretch by a factor of 4, left 2, and up 2
y=-4(x+2)^2+2
800
Write the equation of the quadratic equation given the graph below:
y=-(x-2)^2+4
800
What are the transformations of y= - 12(-x+9)
reflect over x
vertical stretch
reflect over y
left 9