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Bunuel
Five templates cut out of paper are shown below. Each template is made up of 6 equal squares, and they are only to be folded along the dotted lines. Which template could be folded, without tearing, to form a complete cube?



Attachment:
2021-01-06_17-17-24.png
Solution:

We see that only the last one can be folded into a cube without tearing since the 4 squares in the middle row form the lateral faces of the cube and the squares at the top and bottom rows form the top and bottom faces of the cube, respectively.

Answer: E
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