
65
What is another word for Translation?
Slide
steal 100 from another team
100
What can we reflect across?
x and y axis
Find the missing sides
y=24
x= 15
Does a dilation have the same sides?
Does it have the same angles?
Sides different but same scale factor
Angles stay the same.
What are all the missing angles?
angle 2= 70
angle 3= 70
angle 4 110
angle 5= 110
angle 6= 70
angle 7=70
angle 8=110
give another team 200
200 to another team
What direction can rotations occur?
clockwise and counter-clockwise
Reflect the point (2, 1) across the y-axis. What are the coordinates?
(-2, 1)
Find the missing side x
x=18
Is a dilation congruent?
No sides change size.
are these two triangles similar
Triangle 1: 15 and 50 degree angle
Triangle 2: 50 and 115 degree angle
yes. angles 150, 15 and 115
Translate the point (3, 2) up 4 units and left 8 units. What are the coordinates?
(-5, 6)
Rotate (-10,1) 270 clockwise
(-1,-10)
Reflect the point (8, -6) across the y-axis. What are the coordinates?
(-8, -6)
Are triangle A and B similar?

yes scale factor 2
Dilate by a scale factor of 3:

Which pair of triangles must be similar?
A. triangle 1 and 2 each have 50 degree angles
C
Translate the point (3, 2) down 2 units and right 4 units. What are the coordinates?
(-1, 0)
Start at the point A(-2,4) and I rotate 180o counter-clockwise, What is the final point?
A'(2,-4)
Reflect the point (2, 1) across the x-axis. What are the coordinates?
(2, -1)
Are they similar? If so what is the scale factor?
No different scale factor.

Get 400 and take an extra 400 from another team
800
Are these two triangles similar
Triangle 1: 25 and 50 degree angle
Triangle 2: 50 and 125 degree angle
no
triangle 1: 105, 25, 50
Triangle 2: 5, 50, 125
Translate the point (-4, -7) up 14 units and down 9 units. What are the coordinates?
(-4, -2)

90o clockwise
Get 500 free point and pick another team to get a free 500.
500
What is the sequence of transformations that takes to get from E to B

dilate scale factor 2 and rotate 90 cw. translate right
If point A (-1, 3) is dilated by a factor of 2, what is the new point?
A'(-2,6)