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Chapter 3 - Basic Math

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Symmetry & Transitive Laws


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Basic Math - Symmetry & Transitive Laws - Contents

The symmetry and transitive laws establish simple rules for equalities in mathematical equations. These laws apply to the set of all real numbers.

Basic Math - Symmetry & Transitive Laws - Definitions

These two basic laws are for any real number a, b and c:

Symmetry Law

If a = b, then b = a
If a equals b, then b equals a
.

Transitive Law

If a = b and b = c, then a = c
If a equals b and b equals c, then a equals c
.

Basic Math - Sections - Chapters
1 - Addition 2 - Subtraction 3 - Multiplication
4 - Division 5 - Identity Laws 6 - Symmetry Law
7 - Commutative Laws 8 - Distributive Laws 9 - Associative Laws

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