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) 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) 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) ) булади.
Мисол: (А )=1, (А )=0, ((А А ))=10=0 Бу бевосита логик амаллар учун аникланган ростлик жадваллари ёрдамида бажарилади.Шу айтилганларга кура берилган F формула учун мумкин булган танланмаларга мос келувчи конкрет кийматларни хисоблаб чикишимиз мумкин. Бунинг учун берилган формуларнинг ростлик жадвали деб аталувчи куйдаги мисолда курсатилганидек амалга оширилади.
F(Х,У)=(ХУ)(УХ)
-
X
|
Y
|
ХУ
|
УХ
|
(ХУ) (УХ)
|
0
|
0
|
1
|
1
|
1
|
0
|
1
|
1
|
0
|
1
|
1
|
0
|
0
|
1
|
1
|
1
|
1
|
1
|
1
|
1
|
F(P,Q,R)=(PQ) (P R)
-
(P)
|
(Q)
|
(R)
|
(RQ)
|
II
|
III
|
IV
|
0
|
0
|
0
|
0
|
1
|
1
|
1
|
0
|
0
|
1
|
0
|
0
|
1
|
1
|
0
|
1
|
0
|
0
|
1
|
1
|
1
|
0
|
1
|
1
|
0
|
0
|
1
|
1
|
1
|
0
|
0
|
0
|
1
|
1
|
1
|
1
|
0
|
1
|
0
|
0
|
0
|
1
|
1
|
1
|
0
|
1
|
1
|
1
|
1
|
1
|
1
|
1
|
1
|
0
|
0
|
0
|
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