[MATUTO] LOGICAL CONNECTIVES | Bitcointalksearch.org

This topic is much related to the previous one I created which is the if you understand the logic gates its easier for you to understand the concept of the truth table with logical connectives.
So tingin ko ay makaka relate ang ilan sa mga naka nabasa na ng ginawa kong thread [LEARN] LOGIC GATES and chance to earn merit. if na gets nyo ito is mas siguradong madadalian din kayo dito sa sunod na topic na gusto ko i-share.

IMPLICATION(→) - Ang value will only become false, kung X is true at Y is false.

P	\|	Q	\|	P	→	Q
T	\|	T	\|	T
F	\|	T	\|	T
T	\|	F	\|	F

BI-CONDITIONAL(⇔) -Magiging true lang ang value kung both true or both false.

P	\|	Q	\|	P	⇔	Q
T	\|	T	\|	T
F	\|	T	\|	F
T	\|	F	\|	F
F	\|	F	\|	T

NOT/NEGATION(¬) - Babaliktarin lang value ng given statement.

P	\|	¬P
T	\|	F
F	\|	T
T	\|	F

OR(V) - Kung mayroong value na true ang magiging sagot na ay true.

P	\|	Q	\|	P	V	Q
T	\|	T	\|	T
T	\|	F	\|	T
F	\|	T	\|	T

AND(∧) Kung may value na false ang magiging sagot ay false. Para maging true king ang X and Y are true.

P	\|	Q	\|	P	∧	Q
T	\|	T	\|	T
F	\|	T	\|	F
T	\|	F	\|	F

PROBLEM SOLVING

Itong mungting exercise para medyo madali magets.

(P → ¬Q) ∧ (P V Q)

¬Q

→

¬Q

→

¬Q)

∧

So may challenge ulet ako sa inyo tingin ko mas maigi if lalo na mag participates yung other members na malapit na mag rank up at mga new member para nadin makatulong sa kanila. Para iwas abuse one merit for each member na makaka sagot if nakasagot na you cant participate na para di ma abuse at give chance to others.

(¬P ∧ ¬Q) → (P V Q)

¬P

¬Q

¬P

∧

¬Q

(¬P

∧

¬Q)

→

Other sources can help

Code:

https://www.tutorialspoint.com/mathematical-logical-connectives
https://courses.lumenlearning.com/math4libarts/chapter/truth-tables-and-analyzing-arguments-examples/
https://sites.millersville.edu/bikenaga/math-proof/truth-tables/truth-tables.html

Topic: [MATUTO] LOGICAL CONNECTIVES (Read 84 times)