Let S be a set of q+2 points in a projective plane of order q. Prove...
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Let S be a set of q+2 points in a projective plane of order q. Prove that every line, that meets S, meets it twice. Let S be a set of q+2 points in a projective plane of order q. Prove that every line, that meets S, meets it twice.
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Give on S q 2 Points in Paoective flone of ooder q TO poove Tha... View the full answer
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