Wednesday, May 6, 2009
Consider any 3 consecutive integers. Prove that the sum of the largest can not equal the sum of the cubes of the other 2.
This blog will challenge the minds of the readers with new logic and mathematics puzzles coming out multiple times per week. Check back often to exercise your brain. Answers will usually be available shortly after posting. Sometimes an open-ended question will be left open for debate.
Consider any 3 consecutive integers. Prove that the sum of the largest can not equal the sum of the cubes of the other 2.
Posted by Jason Smith at 4:52 PM
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