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Quiz: conectivos lógicos y tablas

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Quiz: conectivos lógicos y tablas

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Conectivos y tablas simples

Created by

Brandol Santana
Brandol Santana
Dominican Republic

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Quiz: conectivos lógicos y tablas
 

Quiz: conectivos lógicos y tablasOnline version

Conectivos y tablas simples

by Brandol Santana
1

¿Qué valor tiene p ∧ q cuando p=true y q=true?

2

¿Qué valor tiene p ∨ q cuando p=false y q=false?

3

¿Qué representa ¬p?

4

¿Qué valor tiene ¬p cuando p es Verdadero?

5

¿Cuál es el valor de p → q cuando p=true y q=false?

6

¿Qué valor tiene p ∨ ¬p (ley de excluded middle)?

7

¿Qué muestra la tabla de verdad de p ∧ ¬p?

8

Si p=true, q=true, ¿qué valor tiene (p ∧ q) ∨ ¬p?

9

¿Qué valor tiene p → p?

10

¿Qué valor tiene ¬(p ∨ q) cuando p=false, q=false?

Explicación

La conjunción es verdadera solo si ambos son verdaderos.

La disyunción es falsa solo cuando ambos son falsos.

¬ p invierte el valor de verdad de p.

La negación invierte el valor de verdad.

La implicación es falsa solo si p es verdadera y q es falsa.

Una proposición siempre es verdadera o su negación lo es.

Es una contradicción: p no puede ser verdadera y falsa a la vez.

(true ∧ true) ∨ false = true ∨ false = verdadero.

Una proposición implica a sí misma siempre es verdadera.

p ∨ q es false; su negación es true.

 
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