Rotate 180
Rotate (1,7) 180 degrees.
(-1, -7)
Rotate (1,7) clockwise 90 degrees.
(7,-1)
Rotate (1,7) counterclockwise 90 degrees.
(-7,1)
Rotate (11,4) 270 degrees counterclockwise.
(4,-11)
How many quadrants do you move for 270-degrees?
3 Quadrants
Rotate (-2,-4) 180 degrees.
(2, 4)
Rotate (-2,-4) clockwise 90 degrees.
(-4,2)
Rotate (-2,-4) counterclockwise 90 degrees.
(4,-2)
Rotate (-6,1) 270 degrees clockwise.
(-1,-6)
If you start with a point (-, +) and rotate 90-degrees clockwise, what would be the signs of the new point?
(+, +)
Rotate (3,-8) 180 degrees.
(-3,8)
Rotate (3,-8) clockwise 90 degrees.
(-8, -3)
Rotate (3,-8) counterclockwise 90 degrees.
(8,3)
Given A(-3,-5) and B(-4, 5), rotate the segment AB 270 degrees counterclockwise. Where are A' and B'?
A'(-5,3)
B'(5,4)
If you start in Q1 and do a 180-degree rotation, which quadrant would you end in?
Q3 - Quadrant III
Rotate the given triangle 180 degrees.
A(6,4)
B(10,-2)
C(-1,-3)
A'(-6,-4)
B'(-10,2)
C'(1,3)
Rotate the given triangle 90 degrees clockwise.
A(6,4)
B(10,-2)
C(-1,-3)
A'(4,-6)
B'(-2,-10)
C'(-3,1)
Rotate the given triangle 90 degrees counterclockwise.
A(6,4)
B(10,-2)
C(-1,-3)
A'(-4,6)
B'(2,10)
C'(3,-1)
Given C(4,7) and D(3, 9), rotate the segment CD 270 degrees clockwise. Where are C' and D'?
C'(-7,4)
D'(-9,3)
A rotation of 270-degrees counterclockwise is the SAME as rotating ________ ___________?
90-degrees clockwise
Rotate the given shape 180 degrees.
A(1,3)
B(-4,5)
C(1,-4)
D(-4,-4)
A'(-1,-3)
B'(4,-5)
C'(-1,4)
D'(4,4)
Rotate the given shape 90 degrees clockwise.
A(1,3)
B(-4,5)
C(1,-4)
D(-4,-4)
A'(3,-1)
B'(5,4)
C'(-4,-1)
D'(-4,4)
Rotate the given shape 90 degrees counterclockwise.
A(1,3)
B(-4,5)
C(1,-4)
D(-4,-4)
A'(-3,1)
B'(-5,4)
C'(4,1)
D'(4,-4)
Rotate the following triangle 270 degrees counterclockwise.
A(4,5)
B(-9,2)
C(-4,0)
A'(5,-4)
B'(2,9)
C'(0,4)
Rotating 180 degrees would produce the SAME transformation as doing what two other transformations?
A reflection over the x-axis and then y-axis
or reverse
A reflection over the y-axis and then x-axis.