Logic gates and Boolean logic
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Notes de leçon
Boolean logic
- Boolean logic works with values True (1) and False (0). Computer circuits are built from logic gates that process binary inputs.
The main gates
- NOT (inverter): output is the opposite of the input. NOT 0 = 1; NOT 1 = 0.
- AND: output is 1 only if both inputs are 1.
- OR: output is 1 if at least one input is 1.
- (Some courses also use XOR: output 1 if the inputs are different; and NAND, NOR.)
AND requires both inputs
Truth tables
- A truth table lists all input combinations and the output. For two inputs there are 4 rows (00, 01, 10, 11).
- AND: 0 0 0 1 (for 00, 01, 10, 11). OR: 0 1 1 1. XOR: 0 1 1 0.
All four input combinations
Combining gates
- Gates can be combined into logic diagrams. Q = (A AND B) OR C. For three inputs there are 8 rows.
- Write a Boolean expression (A AND B, NOT A) and work out each output step by step.
Q = (A AND B) OR C
Uses
- Logic gates are the basis of processors, memory, alarms and decision circuits, e.g. a car alarm sounding if (door open AND ignition off).
Diapos
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Questions d'entraînement
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1.What is Boolean logic?
Easy- Alogic using True and False values
- Blogic using text
- Clogic using colour
- Dlogic using hardware
2.What does a NOT gate do?
Easy- Ainverts the input
- Badds inputs
- Cchooses the larger
- Dstores a bit
3.What is the output of OR with inputs 0 and 0?
Easy- A0
- B1
- C10
- Dundefined
4.What is the output of OR with inputs 1 and 0?
Easy- A1
- B0
- C10
- Dundefined
5.What is the output of AND with inputs 1 and 1?
Easy- A1
- B0
- C2
- D11
6.What is NOT 1?
Easy- A0
- B1
- C2
- Dundefined
7.What is the output of XOR with inputs 1 and 1?
Easy- A0
- B1
- C2
- Dundefined
8.What is the output of XOR with inputs 1 and 0?
Easy- A1
- B0
- C2
- Dundefined
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