Kuliah 29 Julai

LOGIC GATE & SIMPLE LOGIC CIRCUIT

Multiple Choice

There are ___________ basic gates.

• 3

• 5

• 7

Multiple Choice

There are ___________ combination gates.

• 3

• 4

• 5

State the Boolean expression.
Create the truth table.

State the Boolean expression.
Create the truth table.

State the Boolean expression.
Create the truth table.

State the Boolean expression.
Create the truth table.

State the Boolean expression.
Create the truth table.

Labelling

Choose the correct logic expression.

Drag labels to their correct position on the image

X = A OR (B AND NOT C) OR (A AND B)

X = NOT (A OR C) OR (A AND NOT B)

X = NOT (A AND B) AND (C XOR D)

X = NOT (A AND B) OR (A AND (B XOR C))

X = (A AND C) OR (NOT A AND (B XOR C))

Create the truth table

Labelling

Choose the correct logic expression.

Drag labels to their correct position on the image

X = NOT (A OR C) OR (A AND NOT B)

X = NOT (A AND B) OR (A AND (B XOR C))

X = A OR (B AND NOT C) OR (A AND B)

X = NOT (A AND B) AND (C XOR D)

X = (A AND C) OR (NOT A AND (B XOR C))

Create the truth table

Labelling

Choose the correct logic expression.

Drag labels to their correct position on the image

X = NOT (A AND B) AND (C XOR D)

X = A OR (B AND NOT C) OR (A AND B)

X = NOT (A AND B) OR (A AND (B XOR C))

X = (A AND C) OR (NOT A AND (B XOR C))

X = NOT (A OR C) OR (A AND NOT B)

Create the truth table

Labelling

Choose the correct logic expression.

Drag labels to their correct position on the image

X = NOT (A AND B) OR (A AND (B XOR C))

X = NOT (A OR C) OR (A AND NOT B)

X = (A AND C) OR (NOT A AND (B XOR C))

X = A OR (B AND NOT C) OR (A AND B)

X = NOT (A AND B) AND (C XOR D)

Create the truth table

Labelling

Choose the correct logic expression.

Drag labels to their correct position on the image

X = (A AND C) OR (NOT A AND (B XOR C))

X = NOT (A OR C) OR (A AND NOT B)

X = A OR (B AND NOT C) OR (A AND B)

X = NOT (A AND B) OR (A AND (B XOR C))

X = NOT (A AND B) AND (C XOR D)

Create the truth table