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crobertson0308
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I have four axioms and I am stuck trying to prove the independence of these axioms.
Axiom 1: Each game is played by two distinct teams.
Axiom 2: There are at least four teams.
Axiom 3: Exactly six games are played.
Axiom 4: Each distinct team played once against the same team.
I've justified both Ax 4 and 3 are independent but need help justifying the other two axioms
Axiom 1: Each game is played by two distinct teams.
Axiom 2: There are at least four teams.
Axiom 3: Exactly six games are played.
Axiom 4: Each distinct team played once against the same team.
I've justified both Ax 4 and 3 are independent but need help justifying the other two axioms