This problem was post several years ago.   If there is enough interest, more can be posted.

Think You’re So Smart???

(Editor's note: this question was asked by the students, not the faculty.)

Consider three identical dice that are placed face to face, corner to corner, as pictured (never in an L-shape). How many different arrangements of numbers are possible?

Send your answer to mmonzing@mail.smu.edu or slip it under the door of the Math Department main office (second floor Clements). It will be reviewed by a student judge for accuracy and creativity. Don’t forget your name and e-mail address!

The student with the most "good" answers throughout the year will be invited to compete in the National Problem Solving competition in Vermont this summer!