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QUESTION 4 A conditional statement where both the antecedent and consequent are equivalent statements is itself a coherency o unable to determine from the information given o tautology self-contradiction contingency QUESTION Identify which of the following is a correct symbolization of the following statement. If the shoe fits, then one has to wear it. QUESTION 6 Identify which of the following is a correct symbolization of the following statement. If you say it cannot be done, you should not interrupt the one doing ift. O ~S = ~!

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Answer #1

Question 5: option A) F \supset W

This is an implication statement.

Question 9: option 3) TFTT

Since this is an implication logic.

Question 12 : Option 4 \equiv

Biconditional is given by the equivalence sign .

Question 13: A) is not actually a statement form.

Implications are given by \supset

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