When you reflect over the y-axis this coordinate changes
What is the x-coordinate?
100
State the movement of the following translation given the rule (x, y) --> (x - 3, y + 4)
What is 3 units left and 4 units up?
100
There are two types of dilations. What are they.
What is an enlargement and a reduction
100
These are the two directions that we can rotate shapes.
What are clockwise and counterclockwise
100
(x, y) --> ( x + a, x + b )
What is a translation?
200
When you reflect over the x-axis this coordinate changes.
What is y coordinate?
200
State the movement for the following translation given the following rule
(x,y) --> ( x - (-2), y - 2)
What is 2 units right and 2 units down
200
Dilations are the only transformation to change this
What is size
200
If A ( 3,5)--> A' ( - 3, -5) how far was the point rotated around the origin?
What is 180 degrees
200
(x, y) --> (x, - y)
What is a reflection over the x-axis?
300
Reflection is the only transformation that changes this.
What is orientation?
300
3 units up and 5 units left
What is (x,y) --> ( x-5, y + 3)
300
What is the scale factor for the following dilation
(x,y) --> ( 4x, 4y)
What is 4
300
If point A ( 6, -7) was rotated 90 degrees cc where would A' lie
What is ( 7, 6)
300
(x,y) --> ( kx, ky )
What is a dilation?
400
This emergency word is reflected on the vehicle so that the drive can read it in the mirror
What is ambulance
400
5 units down and 10 units left
What is (x,y) --> ( x - 10, y - 5 )
400
What is the scale factor if A ( 12,6) --> A' ( 4,2)
What is one third
400
If point A ( -4, -8) was rotated 270 degrees cc where would the point A' lie?
What is ( -8, 4)
400
(x-y) --> ( -x, -y)
What is a rotation of 180 degrees.
500
Triangle ABC has vertices A( 1,2) B( 4,2 ) and C( 4,6). What are the new coordinates of triangle A"B"c" after a reflection over the x-axis followed by a reflection on the y-axis.
What are A" (-1, -2) B" (-4, -2) C" ( -4,-6)?
500
Given Triangle ABC with coordinates A ( 1,2 ) B ( 4,2 ) and C ( 4,6). State the new coordinates of triangle A'B'C' after a translation of 8 units up and 4 units left.
What are A' ( -3, 10) B' (0,10) C' (0, 14)
500
Given Triangle ABC with coordinates A (1, 2) B ( 4,2) and C ( 4,6). What are the new coordinates of A'B'C' after a dilation with a scale factor of 2
What is A'( 2, 4) B' ( 8, 4) C' (8, 12)
500
If a figure was rotated 90 degrees cc, then rotated 180 c, and finally 270 degree cc, what would the one single rotation be?
What is 180 degrees
500
(x,y) --> ( -x, y)
What is a rotation of 270 degrees cc or 90 degrees c