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Fundamentos de la Lógica Matemática

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Fundamentos de la Lógica Matemática

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Proposiciones, conectivos lógicos y tablas de verdad.

Created by

KELLY MILOUSKA ZAMBRANO GONZALEZ
KELLY MILOUSKA ZAMBRANO GONZALEZ
Ecuador

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Fundamentos de la Lógica Matemática
 

Fundamentos de la Lógica MatemáticaOnline version

Proposiciones, conectivos lógicos y tablas de verdad.

by KELLY MILOUSKA ZAMBRANO GONZALEZ
1

¿"El agua hierve a 100°C a nivel del mar" es una proposición?

2

¿La negación de una proposición cambia su valor de verdad?

3

¿"5 es un número primo" es una proposición?

4

¿La disyunción (∨) es falsa cuando ambas proposiciones son falsas?

5

¿Las exclamaciones pueden ser proposiciones?

6

¿La tabla de verdad de la conjunción (∧) tiene solo una fila con valor verdadero?

7

¿En el condicional (→), si la primera proposición es falsa, el resultado siempre es falso?

8

¿Toda proposición debe tener un valor de verdad único?

9

¿El símbolo ¬ representa la negación?

10

¿"¿Cómo estás?" es una proposición?

11

¿El bicondicional (↔) es verdadero solo cuando las dos proposiciones tienen el mismo valor de verdad?

12

¿La conjunción (∧) es verdadera si al menos una proposición es verdadera?

13

¿El bicondicional (↔) puede ser falso aunque ambas proposiciones sean verdaderas?

14

¿El condicional (→) es falso solo cuando la primera proposición es verdadera y la segunda falsa?

15

¿La disyunción (∨) solo es verdadera si ambas proposiciones son verdaderas?

 
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