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HUKUM KOMPLEMEN
Hukum Ini dapat Membuktikan bahwa satu variable Bersama negasinya dapat
saling Ekuivalen dengan nilai konstanta Proposisional.
Bentuk hukum komplemen :
1. p∨¬p ek T
2. P^¬p ek F
3. ¬ (¬p) ek P
4. ¬T ek F
HUKUM KOMPLEMEN
1. p∨¬p ek T
2. P^¬p ek F
3. ¬ (¬p) ek P
4. ¬T ek F
Untuk membuktikan dari hukum komplemen,
Bisa di liahat dari table kebenaran Berikut ini :
TABEL KEBENARAN
p ¬p ¬ (¬p) T ¬T F pv¬p P^¬p
T F T T F F T F
F T F T F F T F
TERIMA KASIH

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Logika Inormatika.pptx

  • 2. Hukum Ini dapat Membuktikan bahwa satu variable Bersama negasinya dapat saling Ekuivalen dengan nilai konstanta Proposisional. Bentuk hukum komplemen : 1. p∨¬p ek T 2. P^¬p ek F 3. ¬ (¬p) ek P 4. ¬T ek F HUKUM KOMPLEMEN
  • 3. 1. p∨¬p ek T 2. P^¬p ek F 3. ¬ (¬p) ek P 4. ¬T ek F Untuk membuktikan dari hukum komplemen, Bisa di liahat dari table kebenaran Berikut ini : TABEL KEBENARAN p ¬p ¬ (¬p) T ¬T F pv¬p P^¬p T F T T F F T F F T F T F F T F