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Jonask
A TEAM PROBLEM
haha I am doing good and u??
sorry guys its bit long and has some LaTex stuff
A certain cabal within the school staff is plotting to make the final exam ridiculously hard. (“Problem 1. Prove that the axioms of mathematics are complete and consistent. Express your answer in Mayan hieroglyphics.”) The only way to stop their plan is to determine exactly who is in the cabal.CABAL-is a small group of people who make secret plans The course staff consists of nine people: {Waterineyes, Ajprincess, LGB, Patrice, David, Nick, Martyna, Jonas ,Tom} The cabal is a subset of these nine. A membership roster has been found and appears below, but it is deviously encrypted in logic notation. The predicate C indicates who is in the cabal; that is, C(x) is true if and only if x is a member. Translate each statement below into English and deduce who is in the cabal.
\[∃x ∃y ∃z (x ≠y∧x ≠z ∧ y ≠z∧ C(x)∧ C(y) ∧ C(z)) \]
@Godsgirl whom are you talking with?
No one really I was trying to understand the question
Here, @ajprincess and @Godsgirl will give company to you @Jonask as a team.. I am leaving, hba is calling me..
guys did you see the problem^^
@Jonask why the heck are u learning this????
lol I am trying to stop this cabal from giving difficult exam
i thought i was in a right place Mathematics Discreet math
I mean I graduated high school at the age of 16 and I don't even understand this. Sorry I can't help you.