Practice Rules Of Inference (4) - Rules of Inference - Discrete Mathematics

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6 sample questions

Question 1.
What is Modus Ponens?
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Remember the structure: If P then Q, P, therefore Q.
Question 2.
Define a premise.
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It's a building block of logical arguments.
3Question 3.
What is Modus Ponens?
- A rule allowing conclusions from premises
- A logical fallacy
- A tautology
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Think about how conclusions are reached logically.
4Question 4.
Is the argument 'If it rains, the ground gets wet; The ground is wet; therefore, it is raining' valid?
- True
- False
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Does the truth of Q imply P?
Question 5.
Develop a valid argument using Modus Tollens and illustrate an example where it applies.
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Check the structure of the implication and its contrapositive.
Question 6.
Create a scenario where a fallacy of affirming the conclusion would occur and explain why it's incorrect.
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Identify the presence of alternate pathways to the conclusion that invalidate the argument.

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