Which two types of transformations produce the equivalent result as doing a horizontal reflection and then a vertical reflection on the figure below? rotation and translation reflection and translation rotation and glide reflection reflection and rotation
@jtug6
I actually dont remember figure transformations really haha, but let me see.
I think it could be D
@Astrophysics mind helping out on this one? :D
D makes sense but i'm unsure. I dont think there are any translations that'd occur since we're reflecting and i think we'd only rotate when we reflect over the x-axis. hmm
it was wrong
im gonna try C
awh. hmmm. yeah i really dont know on this im sorry. i should re-learn it
hahah
it might be rotation and translation actually. what do you think mathmate
hint: two reflections about orthogonal axes can be replaced by a rotation of 180 degrees. But two reflections cannot be replaced by an odd number of reflections.
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