Reducing rational numerator of a rational expressions by a expression in order to common factor creates possibly divide common equivalent expressions factors A.SSE.3: Choose and Review Review produce an equivalent Fractions cannot have Multiplication and zero as a denominator division of fractions form of an expression to reveal and explain Dividing polynomials When multiplying properties of the requires a common fraction you multiply quantity represented by term numerators and multiply the expression. Multiplying polynomials denominators requires distribution New New A rational expression Multiplication and cannot have 0 as a division of rational denominator; the zero expressions creates a restriction to When multiplying the domain. rational expressions you Dividing rational need to multiply expressions requires a numerators and multiply common term denominators, Multiplying rational distributive property expressions requires when necessary distribution
Reducing rational expressions by a common factor creates equivalent expressions numerator of a rational expression in order to possibly divide common factors A.SSE.3: Choose and produce an equivalent form of an expression to reveal and explain properties of the quantity represented by the expression. Review Fractions cannot have zero as a denominator Dividing polynomials requires a common term Multiplying polynomials requires distribution New A rational expression cannot have 0 as a denominator; the zero creates a restriction to the domain. Dividing rational expressions requires a common term Multiplying rational expressions requires distribution Review Multiplication and division of fractions When multiplying fraction you multiply numerators and multiply denominators New Multiplication and division of rational expressions When multiplying rational expressions you need to multiply numerators and multiply denominators, distributive property when necessary
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