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Fano's Geomety: prove each point is on exactly three lines
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Axiom1: There exists at least one line Axiom 2: There are exactly three points on each line Axiom 3: Not all points are on the same line Axiom 4: There is exactly one line on any two distinct points Axiom 5: There is at least one point on any two distinct lines
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I feel your pain. even I have to prove something only it deals with functions :(
Proof: by theorem 2 we know there exists exactly 7 points and 7 lines. By axiom 3 there are three points to each line. Thus there can only exists three lines on each point. QED
dose that work as a proof
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probably not :(
@wio do you know this?
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