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Jul
24
comment Help to Prove Convex Quadrilateral Problem
Hmm extreme cases hold true, but how would we prove the cases in-between?
Jan
3
comment A riddle for 2015
I do suppose order of operations makes a difference :)
Jan
2
comment A riddle for 2015
-1+2 could be 1-2
Dec
2
comment Is there a shape with infinite area but finite perimeter?
Infinite perimeter? i.stack.imgur.com/VVXlW.png
Feb
19
awarded  Citizen Patrol
Jan
15
comment Splitting a sandwich and not feeling deceived
@VividD Yes, I believe so. A cuts all pieces the same so that if he is pointed to last, he still gets 1/n of the cake. However, this still has the same flaw as the "You Cut I Choose" method, in which A cannot plan to receive more than 1/n of the cake, while the first person chosen is guaranteed more than 1/n (because no one can cut cake that evenly).