Identify which of the truth functions (truth tables) does not align with your intuition or general sense of language. Provide an example where the example provides an intuitive outcome that is different than what the Truth Table would suggest.

For Example The Truth Table of a Conjunction also known as an (And) operates as follows

According to the Truth Table: A True Proposition and a True Proposition makes the statement as a whole a True Statement

Donald Trump was a President of the United States and He is very wealthy. These two true statements when combined with a conjunction makes a combined True Statement. (This is in agreement with what the Truth Table would suggest)

According to the Truth Table: A False Proposition and a True Proposition make the statement as a whole a False Statement

Donald Trump is the Queen of England and he is very wealthy. We would not say that the statement as a whole was True because the first statement is false. (This is in agreement with what the Truth Table would suggest)

According to the Truth Table: A True Proposition and a False Proposition make the statement as a whole a False Statement

Donald Trump is a president of the United States and he is a member of the middle class. We would not say that the statement as a whole was True because the second statement is false. (This is in agreement with what the Truth Table would suggest)

According to the Truth Table: A False Proposition and a False position make the statement as a whole a False Statement.

Donald Trump is the Queen of England and he is a member of the middle class. We would not say that the statement as a whole was True because both sub-statements are false. (This is in agreement with what the Truth Table would suggest)

So the conjunction and its Truth Functions, with all four truth value combinations, are completely consistent with my intuition but there are some Truth Functions where the truth table may differ from your intuition. Find an example.