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Mengenal Gerbang Logika (Logic Gate) ADA 2 JENIS :  GATE INVERTER (PERUBAH/PEMBALIK/NOT)  GATE NOT INVERTER  OR,  AND,  NOR,  NAND,  XOR,  XNOR.

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Presentation on theme: "Mengenal Gerbang Logika (Logic Gate) ADA 2 JENIS :  GATE INVERTER (PERUBAH/PEMBALIK/NOT)  GATE NOT INVERTER  OR,  AND,  NOR,  NAND,  XOR,  XNOR."— Presentation transcript:

1 Mengenal Gerbang Logika (Logic Gate) ADA 2 JENIS :  GATE INVERTER (PERUBAH/PEMBALIK/NOT)  GATE NOT INVERTER  OR,  AND,  NOR,  NAND,  XOR,  XNOR.

2 Mengenal Gerbang Logika (Logic Gate) DASAR-DASAR LOGIKA DASAR-DASAR LOGIKA GATE OR GATE OR GATE AND GATE AND GATE NOT (INVERTER) GATE NOT (INVERTER)

3 INVERTER (PERUBAH/PEMBALIK/NOT) INVERTER (PERUBAH/PEMBALIK/NOT) SIMBOL : SIMBOL : FUNGSI : Y = NOT A atau Y = ~A FUNGSI : Y = NOT A atau Y = ~A MISAL : A=0 maka Y = 1 MISAL : A=0 maka Y = 1 GATE OR GATE OR SIMBOL : SIMBOL : FUNGSI : Y = A OR B atau Y = A + B FUNGSI : Y = A OR B atau Y = A + B TABEL : TABEL : Input (A) Input (B) Output(Y)

4 GATE AND GATE AND SIMBOL : SIMBOL : FUNGSI : Y = A AND B atau Y = A. B FUNGSI : Y = A AND B atau Y = A. B TABEL : TABEL : Input (A) Input (B) Output(Y)

5 GATE NOR (NOT OR) GATE NOR (NOT OR) SIMBOL : SIMBOL : FUNGSI : Y = NOT (A OR B) atau Y = ~(A + B) FUNGSI : Y = NOT (A OR B) atau Y = ~(A + B) TABEL : TABEL : Input (A) Input (B) Output(Y)

6 GATE NAND (NOT AND) GATE NAND (NOT AND) SIMBOL : SIMBOL : FUNGSI : Y = NOT (A AND B) atau Y = ~(A. B) FUNGSI : Y = NOT (A AND B) atau Y = ~(A. B) TABEL : TABEL : Input (A) Input (B) Output(Y)

7 GATE XOR (EXCLUSIVE OR) GATE XOR (EXCLUSIVE OR) SIMBOL : SIMBOL : FUNGSI : Y = A + B FUNGSI : Y = A + B TABEL : TABEL : Input (A) Input (B) Output(Y)

8 GATE XNOR (EXCLUSIVE NOR) GATE XNOR (EXCLUSIVE NOR) SIMBOL : SIMBOL : FUNGSI :Y=~(A+B) FUNGSI :Y=~(A+B) TABEL : TABEL : Input (A) Input (B) Output(Y)


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