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  1. Consider the numbers from one to one million: 1, 2, 3, ..., 999998, 999999, 1000000. What is remarkable about the numbers 40, 8, and 2202?
    1 point
  2. If the pieces of cake must have the same size and shape, then I get the feeling this isn't one of those questions of the "one person cuts and another chooses" variety. It's asking how a certain number of slices can result in equally shaped pieces if the guests can cut with absolute precision.
    1 point
  3. This is a variation on the problem of 2 people trying to split something. [where A cuts and B chooses which half]. One solution that solves this problem, but can be used for any practical value of N people
    1 point
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