Ch 3.2 Logic Gates and Logic Circuits (FULL) | Ch 3 Hardware | AS Level CS | 9618 Paper 1
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1.3K views β’ Nov 4, 2025

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Follow us on Instagram for quick tips & updates:
π https://www.instagram.com/kurlyatzainematics/
Learn Logic Gates and Logic Circuits from Cambridge International AS Level Computer Science (9618, Paper 1).
This video covers gate symbols, definitions, truth tables, logic expressions, and circuit construction β exactly the way they appear in Paper 1.
π What youβll learn in this lesson:
β Logic Gate Symbols & Functions
NOT
AND
OR
NAND
NOR
XOR (EOR)
(All gates except NOT have two inputs.)
β Truth Tables
Constructing truth tables for each gate
Using inputs to determine output
β Logic Circuits
How to build circuits from:
A problem statement
A logic expression
A truth table
β Truth Tables from Circuits & Expressions
Convert logic circuits into truth tables
Derive truth tables from expressions and scenarios
β Logic Expressions
How to write expressions from:
A problem statement
A logic circuit
A truth table
β¨ Perfect for AS students preparing for 9618 Paper 1, or anyone revising digital logic with clear, exam-style explanations and worked examples.
π https://www.instagram.com/kurlyatzainematics/
Learn Logic Gates and Logic Circuits from Cambridge International AS Level Computer Science (9618, Paper 1).
This video covers gate symbols, definitions, truth tables, logic expressions, and circuit construction β exactly the way they appear in Paper 1.
π What youβll learn in this lesson:
β Logic Gate Symbols & Functions
NOT
AND
OR
NAND
NOR
XOR (EOR)
(All gates except NOT have two inputs.)
β Truth Tables
Constructing truth tables for each gate
Using inputs to determine output
β Logic Circuits
How to build circuits from:
A problem statement
A logic expression
A truth table
β Truth Tables from Circuits & Expressions
Convert logic circuits into truth tables
Derive truth tables from expressions and scenarios
β Logic Expressions
How to write expressions from:
A problem statement
A logic circuit
A truth table
β¨ Perfect for AS students preparing for 9618 Paper 1, or anyone revising digital logic with clear, exam-style explanations and worked examples.
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Published
Nov 4, 2025
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