Image:Discrete ham sandwich cut.svg
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Discrete_ham_sandwich_cut.svg (441 × 336 pixel, file size: 10 KB, MIME type: image/svg+xml)
[edit] Summary
An example of a ham-sandwich cut (the black line) of a set of eight red and seven blue points in the plane. Because the number of blue points is odd, the line must pass through (exactly) one of them. Such a cut is guaranteed to exist by the ham sandwich theorem.
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- (del) (cur) 17:41, 30 March 2007 . . Edemaine (Talk | contribs) . . 441×336 (9,948 bytes) (An example of a ham-sandwich cut (black line) of a set of red and blue points in the plane.)
- (del) (rev) 17:40, 30 March 2007 . . Edemaine (Talk | contribs) . . 744×1052 (9,882 bytes) (An example of a ham-sandwich cut (black line) of a set of red and blue points in the plane.)
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