Vocabulary
Transformation
Mapping onto Itself
Rotational Symmetry
Rules
100

Moving a figure to another place

What is a transformation?

100

What is the coordinate point A(6,-2) after the transformation (-y,x)?

(2,6)

100

Which rotation about its center will carry a decagon onto itself?

A) 10 degrees

B) 120 degrees

C) 252 degrees

C) 252 degrees

100

Does a trapezoid have rotational symmetry?

No

100

Rotation of 90 degrees clockwise

(y,-x)

200

The figure before the transformation

What is a preimage?

200

the coordinates of the image (-5,-2) after the translation (x+1, y-1)

(-4,-3)

200

A regular pentagon is rotated about its center what degree of rotation will it map onto itself?

A) 45 degrees

B) 216 degrees

C) 90 degrees

B)216 degrees

200

The order of rotational symmetry for a square

4

200

Reflection x-axis

(x,-y)

300

Flips the preimage over a line

What is reflection?

300

If B(-8,9) is reflected over y=x what is B'

(9,-8)

300

Which degree of rotation will not map a square onto itself?

A) 90 degrees

B) 120 degrees

C) 360 degrees

B)120 degrees

300

The order of rotational symmetry for a rectangle

2

300

Reflection y-axis

(-x,y)

400

The combination of two transformations

What is composition of transformations?

400

Vertices A(2,-9), B(1,4), C(7,-2) is rotated 90 degrees counterclockwise what are the coordinates of the image

A'(9,2) B'(-4,1) C'(2,7)

400

Which regular polygon has a minimum rotation of 45 degree to carry the polygon onto itself?

A)hexagon

B)octagon

C)pentagon

B)octagon

400

The total number of lines of symmetry for a regular octagon

8

400

Rotation CCW 270 degrees

(y,-x)

500

Turns the preimage about a point

What is rotation?

500

Vertices A(0,-3), B(8,4), C(7,-2) is rotated 180 degrees what are the coordinates of the image

A'(0,3) B'(-8,-4) C(-7,2)

500

An equilateral triangle is rotated in a CCW direction about its center. Determine the minimum number of degrees in the rotation such that equilateral triangle maps onto itself?

120 degrees

500

The total number of lines of symmetry for a trapezoid

1

500
Reflection y=-x

(-y,-x)