Rigid Transformations Review

Required

3

Select ALL rules that describe rotations.

(x,y) --> ______

Required

3

Select ALL rules that describe reflections.

(x,y) --> ______

Required

1

If the following triangle is rotated 180 degrees counterclockwise, what will be the location of C'?

Required

5

What is the image of (-2,4) when rotated 270 degrees counterclockwise? Answer as an ordered pair.

Required

3

Determine the transformation based on the preimage and image.
A (3, 4) --> A' (-4, 3)
B (0, 2) --> B' (-2, 0)
C (4, 1) --> C' (-1, 4)

Required

5

Point P (-3, 4) is REFLECTED across the x-axis then ROTATED 180 degrees counterclockwise. Where is P''? Answer as an ordered pair.

Required

2

Which of the following describes the rule (x,y) --> (x-2, y+4)?

Required

2

Point D (3, 3) is reflected across the line y=x. Which of the following is the location of D'?

Required

2

If triangle XYZ is reflected about the vertical line x=3, what are the new coordinates for Z'?

Required

4

A translation moves A (-3, 2) to A' (0,0). If B is located at (5, 4), where is B'?

Required

3

Identify the transformation. (HINT: find the coordinates of the preimage and the image, then use the rules to determine the transformation)

Required

1

What is meant by the phrase "rigid transformation"?

Required

3

Which of the following are rigid transformations? Select all that apply.

Required

5

A graphic artist designing a company's logo wants to reflect triangle LMN across the dotted line to form triangle L'M'N'. What will be the coordinates of L'?

Required

6

READ CAREFULLY:
If the IMAGE of a point AFTER it has been rotated 90 degrees counterclockwise is (-3, 2), what were the PREIMAGE (original) coordinates? Answer as an ordered pair. (HINT: Use your rules to determine how the image is created, then work backwards)

Required

2

Select ALL rules that describe rotations.(x,y) --> ______

Select ALL rules that describe reflections.(x,y) --> ______

If the following triangle is rotated 180 degrees counterclockwise, what will be the location of C'?

What is the image of (-2,4) when rotated 270 degrees counterclockwise? Answer as an ordered pair.

Determine the transformation based on the preimage and image.A (3, 4) --> A' (-4, 3)B (0, 2) --> B' (-2, 0)C (4, 1) --> C' (-1, 4)

Point P (-3, 4) is REFLECTED across the x-axis then ROTATED 180 degrees counterclockwise. Where is P''? Answer as an ordered pair.

Which of the following describes the rule (x,y) --> (x-2, y+4)?

Point D (3, 3) is reflected across the line y=x. Which of the following is the location of D'?

If triangle XYZ is reflected about the vertical line x=3, what are the new coordinates for Z'?

A translation moves A (-3, 2) to A' (0,0). If B is located at (5, 4), where is B'?

Identify the transformation. (HINT: find the coordinates of the preimage and the image, then use the rules to determine the transformation)

What is meant by the phrase "rigid transformation"?

Which of the following are rigid transformations? Select all that apply.

A graphic artist designing a company's logo wants to reflect triangle LMN across the dotted line to form triangle L'M'N'. What will be the coordinates of L'?

READ CAREFULLY:If the IMAGE of a point AFTER it has been rotated 90 degrees counterclockwise is (-3, 2), what were the PREIMAGE (original) coordinates? Answer as an ordered pair. (HINT: Use your rules to determine how the image is created, then work backwards)

What is the image of the origin after it has been rotated 270 degrees counterclockwise and reflected across the x-axis? Answer as an ordered pair.

Select ALL rules that describe rotations.

(x,y) --> ______

Select ALL rules that describe reflections.

(x,y) --> ______

Determine the transformation based on the preimage and image.
A (3, 4) --> A' (-4, 3)
B (0, 2) --> B' (-2, 0)
C (4, 1) --> C' (-1, 4)

READ CAREFULLY:
If the IMAGE of a point AFTER it has been rotated 90 degrees counterclockwise is (-3, 2), what were the PREIMAGE (original) coordinates? Answer as an ordered pair. (HINT: Use your rules to determine how the image is created, then work backwards)