Stephen rotated figure BCGF 90 degrees clockwise around point A to form figure EBFI and rotated figure BCGF 90 degrees counterclockwise around point A to form figure CDHG.

Which transformation should he perform on CDHG to ensure that FG congruent to HI?

A.
a 90 degrees clockwise rotation around point A

B.
a 90 degrees counterclockwise rotation around point A

C.
a reflection across segment DH

D.
a reflection across segment EI

Question

Stephen rotated figure BCGF 90 degrees clockwise around point A to form figure EBFI and rotated figure BCGF 90 degrees counterclockwise around point A to form figure CDHG.
 
Which transformation should he perform on CDHG to ensure that FG congruent to HI?

A.
a 90 degrees clockwise rotation around point A
 
 B.
a 90 degrees counterclockwise rotation around point A
 
 C.
a reflection across segment DH
 
 D.
a reflection across segment EI

anonymous · Answer

http://static.k12.com/calms_media/media/1572500_1573000/1572850/1/c0eabf5173503bae8cb06525055809f917f71c6d/MS_IMC-141215-110515.jpg

anonymous · Answer

I was B

anonymous · Answer

*it

anonymous · Answer

To help those people who look up this question one day

anonymous · Answer

thanks for the follow up, still trying to figure out if two seperate figures were created and then rotated from the wording! hah

anonymous · Answer

Lol yeah you're welcome!