algebraic properties

Algebraic properties are rules that describe how numbers and variables behave in equations. Key properties include the Commutative Property (order doesn't matter when adding or multiplying), the Associative Property (grouping doesn’t affect the sum or product), and the Distributive Property (multiplying a number across parentheses distributes evenly). These properties help simplify and solve equations efficiently. For example, with addition, 3 + 5 equals 5 + 3 because of the commutative property. Understanding these properties provides a foundation for manipulating algebraic expressions confidently and accurately.