What direction would you change your figure if you were applying the rule (x - 10)?
What is left ten units.
100
What is another word for a rotation?
What is a turn.
100
What is another word for a reflection?
What is a flip.
100
What are two words that also mean dilation?
What is expand and shrink -or- increase and decrease.
100
If a figure is dilated by a scale factor of 1/6, will the new image expand or shrink?
What is shrink.
200
What direction would you change your figure if you were applying the rule (y + 1)?
What is up one unit.
200
Point A (3,7) is rotated 180 degrees about the origin, what is the coordinate of A'?
What is A' (-3,-7).
200
Point C (3,5) is reflected over the x-axis. What is the coordinate of C'?
What is C' (3,-5).
200
If a figure is dilated by a scale factor of 6, will the new image expand or shrink?
What is expand.
200
When a figure is rotated 90 degrees, what happens to the coordinates?
What is the coordinates will switch places and take the sign of the quadrant they are rotated into.
300
What is another word for translation?
What is a slide.
300
Point C (1,4) is rotated 90 clockwise degrees about the origin, what is the coordinate of C'?
What is C' (4,-1)
300
Point M (-6,-8) is reflected over the y-axis. What is the coordinate of M'?
What is M' (6,-8).
300
The coordinates of triangle BAT are B(3,2) A(-4,0) T(1,-1). Dilate the shape by a scale factor of 2. What would the coordinates of image B'A'T' be?
What is B'(6,4) A'(-8,0) T'(2,-2).
300
Which of the transformations does not result in a congruent figure?
What is a dilation.
400
Write a rule for the following translation: eight units to the right and six units down?
What is x + 8, y - 6.
400
Point B (-2,4) is rotated 90 counterclockwise degrees about the origin, what is the coordinate of B'?
What is B' (-4,-2).
400
Point K (4,-4) is reflected over the y-axis. What is the coordinate of K'?
What is K' (-4,-4)
400
Given the point and its image, determine the scale factor.
A (9,6) A'(3,2)
What is 1/3.
400
What are the four types of transformations?
What is reflection, dilation, rotation, and translation.
500
If Triangle ABC was located at A(1,1) B(3,5) C(4,2) and was translated three units to the left and two units down, what would the new coordinates of C' be?
What is C' (1,0).
500
When a figure is rotated about the origin, is the result congruent or similar? Why?
What is congruent because the shape and size will remain the same.
500
Point S (-2,6) is reflected over the y-axis. Point S' is then reflected over the x-axis. What is the coordinate of S''?
What is S'' (2,-6).
500
The coordinates of triangle MAP are M(8,4) A(0,4) P(8,-8). Dilate the shape by a scale factor of 1/4. What would the coordinates of image M'A'P' be?
What is M'(2,1) A'(0,1) P'(2,-2).
500
When a figure is rotated 180 degrees, what happens to the coordinates?
What is the coordinates remain the same but take the sign of the quadrant they are rotated into.