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Properties of Equality

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Algebraic Properties of Equality Here is a quick summary of the Properties of Equality. 1) Reflexive Property of Equality For any number [latex]a[/latex], [latex]a=a[/latex]. [latex]Rightarrow[/latex] It states that any quantity is equal to itself. Examples: [latex]2=2[/latex] [latex]\[/latex] [latex]1+4=1+4[/latex] [latex]\[/latex] [latex]3x^2=3x^2[/latex] [latex]\[/latex] 2) Symmetric Property of Equality For any numbers [latex]a[/latex] and [latex]b[/latex], if [latex]a=b[/latex] then

Properties of Equality (Easily Explained w/ 9 Examples!)

Mrs. Newell's Math: Algebraic Properties of Equality Foldable

Mrs. Newell's Math: Algebraic Properties of Equality Foldable

Chapter 2 Section 4 Reasoning in Algebra. Properties of Equality Addition Property of Equality If, then. Example: ADD 5 to both sides! Subtraction Property. - ppt download

Write Equivalent Equations Using the Properties of EqualityThis is a useful set of digital Google Slides worksheets that help students learn to solve