Six unit squares can be joined
along their edges to form 35 different
hexominos, the simplest being a one
by six rectangle.
How many of these
hexominos can be folded along edges
joining the squares to form a unit
cube?
A rotation or reflection is not
considered to be a different hexomino.
***Adapted from a problem appearing in The BENT, Brain Ticklers,Spring Collection 2008.
(In reply to
No Subject by meeloun education)
WHAT IS THE MEANING OF ALL THIS GIBBERISH?
EXERCISE MINIMAL NORM OF DECENCY!
DO NOT POST SUCH IRRELEVANT AND IDIOTIC COMMENTS IN A MATH/LOGIC WEBSITE!!
re: No Subject
