I’ve come across a geometry problem which I think doesn’t have an answer. Am I wrong?
Here’s the problem:
Which of the following shapes cannot be obtained by cutting a parallelogram into two congruent pieces and rearranging into one?
A. Square (eliminated:base=height)
B. Rectangle (eliminated)
C. Rhombus (Xtra tricky but still eliminated:side AB=4side BC)
D. Parallelogram (eliminated)