Which of the following is true of the begging the question fallacy? An argument that dodges the question by assuming that the question is not important An argument where the conclusion is true because the premise(s) is/are true An argument that asks a question An argument where a premise is the same as the conclusion
What is the standard form of a logical argument? The premises and conclusion written out as numbered sentences The way we make arguments in a conversation Meaningful aspects of our arguments The premises and conclusion written out in a paragraph format
What is important of python over R
Consider the following argument: 1. Z- (MA F) 2. (MA F) – (H V =P) 3. : Z + (HV-P) Which rule of inference was used to derive the conclusion in
this argument? O Modus Tollens O Conditional Elimination O Conditional Introduction O Modus Ponens
Fill in the missing column of the following truth table. p T F F T T F T F F F F T
Consider the following: 1. F – (B v A) 2. D- F 3. (B v A) : (D A C) Which of the following can be derived from the premises?
Consider the following: 1. F – (Bv A) 2. D – F 3. (B v A) .: (D A C) Which of the following can be derived from the premises? O -(D V C) O -BAA O
-D O -BVA
Which of the following statements is a contingency? O (p – -P) (q v -q) O (PA -P) – -(q v -q) O (pv -p) – (-p – q) O (PA -P) – -(q v-q)
What are derivations? O Sentences inferred from the inference rules O Sentences in a proof whose truth we take for granted O Sentences in a
proof inferred from the conclusion O Sentences that justify the rules of logic
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