LCOL Number Theory

LCOL Number Theory

Your progress through this topic0 of 5 lessons

Lessons in this topic

All 5 lessons.

Key ideas in this topic

★ Must learn
Natural numbers (N)

The whole positive numbers 1, 2, 3, …

LCOL Number Theory 1

★ Must learn
Integers (Z)

All whole numbers — positive, negative and zero (…−2, −1, 0, 1, 2…).

LCOL Number Theory 1

★ Must learn
Rational numbers (Q)

Any number that can be written, in its simplest form, as a fraction a/b where a and b are integers and b ≠ 0 — this includes all integers and all terminating and recurring decimals.

LCOL Number Theory 1

★ Must learn
Irrational numbers

A number that CANNOT be written, in its simplest form, as a fraction a/b where a and b are integers and b ≠ 0 (e.g. √3, π) — its decimal never stops and never repeats.

LCOL Number Theory 1

★ Must learn
Real numbers (R)

All the rational and irrational numbers together — every number on the number line.

LCOL Number Theory 1

📖 In the log tables
Rules of powers
Rules of powersLCOL Number Theory 4
📖 In the log tables
Rules of powers
Rules of powersLCOL Number Theory 4
📖 In the log tables
Rules of powers
Rules of powersLCOL Number Theory 4
📖 In the log tables
Rules of powers
Rules of powersLCOL Number Theory 4
📖 In the log tables
Rules of powers
Rules of powersLCOL Number Theory 4