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Wk3 - Lesson 1 - Propositional Logic (MatC604-101GA)

Wk3 - Lesson 1 - Propositional Logic (MatC604-101GA)

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Computers

University

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Created by

Don Bonus

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24 Slides • 11 Questions

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​Propositional Logic and Mathematical Statement

PRESENTED BY: Mr. Don Erick J. Bonus

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Multiple Choice

A declarative sentence that is either true or false

but not both.

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Proposition

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Statement

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Logic

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None of the mentioned

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Multiple Choice

The question "Where do yo live?" is a proposition?

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TRUE

2

FALSE

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Multiple Choice

The mathematical statement(expression) "10 + 10 = 100" is a proposition?

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TRUE

2

FALSE

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Multiple Choice

What is the negative statement equivalent of "He is handsome."

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He is very handsome

2

He is not handsome

3

He is quite handsome

4

He is kind

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Multiple Choice

Which among the following is a implication?

1

P  QP\ \wedge\ Q  

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P  QP\ \rightarrow\ Q  

3

P  QP\ \vee\ Q  

4

P  QP\ \leftrightarrow\ Q  

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Multiple Choice

Given the following statements

P: John is hungry

Q: John is eating

What is ~P?

1

John is Eating

2

John is not eating

3

John is not hungry

4

Others are hungry

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Multiple Choice

The study of the methods and principles used in distinguishing correct

from incorrect arguments

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Statement

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Logic

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Proposition

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None of the mentioned

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Multiple Choice

If p implies q, then p is the hypothesis and q is the conclusion.

1

TRUE

2

FALSE

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Multiple Choice

Which among the following is a disjunction?

1

P  QP\ \wedge\ Q  

2

P  QP\ \rightarrow\ Q  

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P  QP\ \vee\ Q  

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P  QP\ \leftrightarrow\ Q  

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Multiple Choice

Given the following statements

P: John is hungry

Q: John is eating

Write the statement "If John is eating, then John is not hungry" to Propositional Logic.

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QPQ\rightarrow\sim P  

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QPQ\longleftrightarrow\sim P  

3

PQP\rightarrow Q  

4

PQP\rightarrow\sim Q  

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Multiple Choice

Given the following statements

P: John is hungry

Q: John is eating

Write the statement "John is eating and not hungry" to Propositional Logic.

1

PQP\vee Q  

2

PQP\longleftrightarrow Q  

3

PQP\wedge Q  

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PQP\rightarrow Q  P

media

​Propositional Logic and Mathematical Statement

PRESENTED BY: Mr. Don Erick J. Bonus

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