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 Even and odd powers (Posted on 2005-02-09)
Let [z] mean the Greatest Integer less than or equal to z. Find a positive real number X, such that [X^n] is an even number whenever n is even, and [X^n] is an odd number whenever n is odd.

 See The Solution Submitted by SteveH Rating: 4.2222 (9 votes)

 Subject Author Date re: Solution without full spoiler Steve Herman 2005-03-10 18:14:18 re: Solution without full spoiler McWorter 2005-03-10 05:21:55 Solution without full spoiler SteveH 2005-03-10 02:13:12 re(4): Uncle! David Shin 2005-03-05 17:16:42 re(3): Uncle! Steve Herman 2005-03-04 18:36:36 re(2): Uncle! David Shin 2005-03-03 19:27:37 re: Uncle! Steve Herman 2005-03-03 17:39:18 Uncle! McWorter 2005-03-02 23:57:52 Not just yet David Shin 2005-02-28 16:37:36 re(5): No Subject Steve Herman 2005-02-28 15:29:23 Curiouser and curiouser! McWorter 2005-02-28 13:04:01 re(5): No Subject McWorter 2005-02-28 03:57:29 re(5): No Subject Richard 2005-02-28 03:04:01 re(4): No Subject SteveH 2005-02-27 18:31:50 re(3): No Subject McWorter 2005-02-27 00:56:30 re(2): No Subject McWorter 2005-02-27 00:02:31 re: No Subject David Shin 2005-02-26 09:08:31 No Subject McWorter 2005-02-25 23:10:46 re: Does this work? -Clarification SteveH 2005-02-10 01:40:35 re: Solution SteveH 2005-02-10 01:27:34 Solution David Shin 2005-02-10 00:01:39 Does this work? Dustin 2005-02-09 18:44:57

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