Lesson 40 : Logical Equivalence and Conditional Propositions

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Logical Equivalence and Conditional Propositions

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Logical Equivalence and Conditional Propositions

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verify ~(𝑞→𝑝)∨(𝑝∧𝑞)⟺𝑞. . Which of the following supports the logical equivalence (𝑞∧~𝑝)∨(𝑝∧𝑞)⟺(𝑞∧~𝑝)∨(𝑞∧𝑝)?

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verify ~(𝑞→𝑝)∨(𝑝∧𝑞)⟺𝑞. Which of the following supports the logical equivalence
~(~𝑞∨𝑝)∨(𝑝∧𝑞)⟺(𝑞∧~𝑝)∨(𝑝∧𝑞)?

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verify ~(𝑞→𝑝)∨(𝑝∧𝑞)⟺𝑞. Which of the following supports the logical equivalence
~(𝑞→𝑝)∨(𝑝∧𝑞)⟺~(~𝑞∨𝑝)∨(𝑝∧𝑞)?

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“If Matmat is a responsible student, then he will do his assignments”. What type of conditionals is being depicted by the conditional statement, “If Matmat is not a responsible student, then he will not do his assignments”?

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“If Matmat is a responsible student, then he will do his assignments”. What type of conditionals is being depicted by the conditional statement, “If Matmat does not do his assignments, then he is not a responsible student”?

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“If Matmat is a responsible student, then he will do his assignments”.
What type of conditionals is being depicted by the conditional statement, “If Matmat does his assignments, then he is a responsible student”? - Which of the following represents it?

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“If Matmat is a responsible student, then he will do his assignments”.
What type of conditionals is being depicted by the conditional statement, “If Matmat does his assignments, then he is a responsible student”?

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What do you call two propositions with the same truth values?

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Logical Equivalence and Conditional Propositions
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LAS - Logical Operators
13. GENERAL MATHEMATICS_Q2_LAS - PERFORMS THE DIFFERENT TYPES OF OPERATIONS ON PROPOSITIONS
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