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Logika Matematika - Ya atau Tidak

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Logika Matematika - Ya atau Tidak

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About this activity

Permainan Kartu Logika Matematika

Created by

LABOBAR MR
LABOBAR MR
Indonesia

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Logika Matematika - Ya atau Tidak
 

Logika Matematika - Ya atau TidakOnline version

Permainan Kartu Logika Matematika

by LABOBAR MR
1

Kuantor eksistensial (∃) menyatakan ada setidaknya satu elemen yang memenuhi.

2

P (S), Q (S), sehingga Jika P → Q (S) merupakan Tabel kebenaran Implikasi

3

Pernyataan : kalimat yang memiliki nilai Benar atau Salah, namun tidak sekaligus kedua - duanya

4

Kuantor universal (∀) menyatakan semua atau untuk setiap

5

Dalam logika Disjungsi, Jika P salah, Q salah maka P ∨ Q Salah

6

Negasi atau Ingkaran mengandung kata menyetujui atau mengakui kebenaran

7

Implikasi : P Benar Q Benar, P → Q Benar.

8

A ∨ B (Dibaca Terdapat A dan B)

9

Jika sebuah Pernyataan Benar maka, Negasi atau Ingkarannya Benar

10

Konjungsi P ∧ Q benar hanya jika P dan Q keduanya benar.

 
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