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0984

Logic Gates and Circuits

Boolean Logic · 5 question types

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0984 Topics

Logic Gates and Circuits9%
  1. What Boolean Logic Is
  2. The Six Logic Gates
  3. Circuit Symbols
  4. Reading a Boolean Expression
  5. Setting up a Truth Table
  6. Working Out a Circuit's Output for Given Inputs
  7. Constructing a Truth Table for a Multi-Gate Circuit
  8. Drawing a Logic Circuit from a Boolean Expression
  9. Going the Other Way: Writing the Expression for a Circuit
Boolean Logic and Expressions6%

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Past paper frequency (2018 to 2024)

This topic accounts for approximately 9% of your exam marks.

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Stable9%

Truth tables and Boolean expressions from circuit diagrams appear in every paper. 4 to 6 marks.

Boolean logic is a system in which every value is either TRUE or FALSE, written as 1 or 0. A logic gate takes one or more Boolean inputs and produces a single Boolean output by applying a fixed rule.

Inside every digital computer the underlying signals are voltages. A high voltage stands for 1 (TRUE) and a low voltage stands for 0 (FALSE). Every arithmetic, control or decision step in the processor is built from logic gates that combine these 1s and 0s.

There are exactly six logic gates on the IGCSE syllabus: AND, OR, NOT, XOR, NAND and NOR. Each gate has:

  • a rule that says what its output is for any combination of inputs,
  • a circuit symbol used in logic diagrams,
  • a Boolean notation used inside expressions,
  • a truth table that lists the output for every possible input combination.

Inputs are usually labelled A, B, C; outputs are usually labelled Q, X or Z.

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Determining the Records Output by a Query

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The Six Logic Gates