Translations
Reflections
Rotations
Dilations
Triangles
100

What does a translation do to a figure?

Changes a shapes location. (Slides)

100

Reflections change a mathematical figures ________.

Location

100

What point do most rotations occur around?

The origin. (0, 0)

100

What does a dilation do to a figure?

Changes a figure's size

100

What is a triangle with all sides equal called?

Equilateral
200

Translate point (3, 4) right 2 and up 5. What is the new coordinate?

(5, 9)

200

Reflect (5, −2) over the x-axis.

(5, 2)

200

Explain the difference in reflections and rotations.

What is reflections are a congruent flip (mirrored) and rotations are a congruent turn (will change orientation but will not follow a line of symmetry)?

200

If the scale factor is 2, does the figure get bigger or smaller?

bigger

200

What type of triangle has one 90° angle?

Right Triangle

300

A triangle is translated left 6 and down 3. What was the rule applied to the coordinates?

(x - 6, y - 3)

300

Reflect (−3, 4) over the y-axis.

(3, 4)

300

Rotate (2, 3) 90° counterclockwise about the origin.

(-3, 2)

300

Dilate (3, 4) by a scale factor of 2 from the origin.

(6, 8)

300

The angles of a triangle are 50°, 60°, and 70°. Classify the triangle by angles.

Acute Triangle

400

Describe the translation that maps (−2, 7) → (4, 1).

6 units right and 6 units down

(x + 6, y - 6)

400

A triangle has vertices (1, 2), (3, 6), (5, 2). Reflect it over the x-axis and list the new coordinates.

(1, -2), (3, -6), (5,-2)

400

Rotate (−4, 1) 180° about the origin.

(4, -1)

400

The scale factor used to dilate a rectangle is 5. Describe the change in the new rectangle's area.

It is 25 times bigger

400

A triangle has side lengths 5, 5, and 8. Classify it by sides.

Isosceles Triangle

500

Triangle ABC is translated using the rule (x + 3, y − 2). If A is (1, 5), B is (4, 2), C is (−2, 3), what are A′, B′, and C′?

A' = (4, 3)

B' = (7, 0)

C' = (1, 1)

500
What is the best candy on the market?

Kit Kats

500

(4, 6) is rotated 270° clockwise about the origin. Describe how the coordinates change.

(-6, 4)

500

Triangle XYZ has vertices (2, 4), (4, 5), (6, 1). Dilate it by a scale factor of 3. What are the new coordinates?

(6, 12)
(12, 15)
(18, 3)

500

One angle of a triangle is 95°, and another is 35°. What is the third angle, and what type of triangle is it?

50°

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