Dilate the point (2,4) by a scale factor of 6
(12,24)
Reflect (-2,5) over the x-axis
(-2,-5)
Rotate (8,5) 90 degrees clockwise
(5,-8)
Triangle ABC has been translated to A'B'C'. What is the coordinate for C'?
(7,10)
Translate point (4,5) right 5 units and down 3 units
(9,2)
Dilate the point (7,21) by a scale factor of 1/7
(1,3)
Reflection (7,2) over y=x
(2,7)
Rotate (5,-1) 90 degrees counterclockwise
(1,5)
Find the scale factor
K=2
(x,y) --> (x + 4 , y - 2)
A(2,-1)
Find A'
(6,-3)
The pre-image was (10,25) and the image was (6,15). What is the scale factor?
k= 3/5
Reflect (5,1) over x = 3
(1,1)
Rotate (-6,-5) 270 degrees clockwise
(5,-6)
Point (8,5) is rotated 90 degrees clockwise and then reflected over y = -6. Where is the point located?
(5,-4)
Write the rule for translating left 5 units and up 7 units
(x,y) --> (x-5 , y +7)