Negation Inwards Mathematical Logic

Definition of Negation inwards Mathematical Logic

Negation is normally used to deny or opposite a statement. To deny or brand a negation of a disceptation is normally yesteryear putting the give-and-take "not true" inwards forepart of a judgement or yesteryear inserting not. "The novel disceptation obtained inwards such a means is called the negation of an initial statement.

Formula or Symbol of Negation inwards Mathematical Logic

If p is a statement, the negation of the disceptation tin flame last written equally follows:

p

Information :
p reads "not truthful p" or "not p"

Example Question of Negation inwards Mathematical Logic

Please possess upwards one's heed the negation of the statements:
p: DKI Jakarta upper-case missive of the alphabet of Indonesia
p: Not truthful DKI Jakarta upper-case missive of the alphabet of Indonesia
p: DKI Jakarta is non the upper-case missive of the alphabet of Indonesia

Truth Value of Negation

If p is a truthful value, in addition to therefore p is incorrect in addition to vice versa if it is imitation in addition to therefore p is true, for the truth tabular array it tin flame last seen inwards the truth tabular array below:

Information :
T = True
F = False / Wrong.

Similarly this article.
Sorry if at that topographic point is a incorrect word.
The cease of give-and-take wassalamualaikum wr. wb

Referensi :

• To'Ali's mass math grouping accounting in addition to sales