Translation #1
Did you remember what a directed line segment is?
Reflection #2
y=1
Bonus points if you used perpendicular bisector knowledge or knew what the line was called
Rotation #1
Clockwise, counterclockwise
Warm up #2
Dilation
Name something that Mr. Ruemenapp likes to do
Watch TV, play basketball/tennis/video games, hang out with friends, listen to music, etc.
Symmetry 1
2 lines of symmetry
It does have rotational symmetry because it can be rotated 180 degrees around its center and look the same
Reflection #3
Angle O is 45 degrees
Rotation #3
(-1,4)
Warm up #1
Reflection across x axis
What is Mr Ruemenapp's first name?
Joey
Translation #2
X' (-1,5)
Y' (1,4)
Z' (0,8)
reflection #4
Mr Ruemenapp will check your construction/explanation
How many lines of symmetry does a circle have?
Infinite
Reflection #5
Assuming the other pair of lines is parallel, angle m = angle n. This is true because both m and m are formed by the same directional lines (parallel lines go in exactly the same direction) therefore the angle formed by p will be exactly the same. We call these corresponding angles.
Name a musical artist who has an album that Mr Ruemenapp has listened to in the last ~3 years
Lots of answers here
Symmetry #2
Answers will vary
Reflection #1
I'll check it
Rotation#2
(-2,-3)
How can you find the line of reflection of two figures?
Connect two corresponding points by creating a line segment between them. Construct a perpendicular bisector to this segment.
Where did Mr Ruemenapp go to school?
Medford High School, Umass Amherst
Symmetry #3
Reflection across both axes
OR
Rotation 180 degrees about the center
What is the line of reflection for a figure reflected across both axes?
y=x
https://drive.google.com/file/d/13ltiE4oqwY8CFOL2HgIEEbj85D8fo2tl/view?usp=sharing
What degree of rotation would you need for PE to be the image of AP?
288 degrees clockwise
OR
72 degrees counterclockwise
Answers will vary, I'll check it.
Name one of the four things Mr Ruemenapp brings for lunch every day
Turkey sandwich, Luna bar, pita chips, go-go squeeze