Description
OUTLINE
In order to Simplify a rational expression, follow these steps:
1. Completely factor the polynomials given in the numerator and denominator of the
rational expression.
2. Apply the fundamental principle of fractions by dividing the common factor or factors. If necessary, the properties of exponents can also be applied.
3. The simplest form will be the quotient of the product of remaining expressions.
In order to Simplify a rational expression, follow these steps:
1. Completely factor the polynomials given in the numerator and denominator of the
rational expression.
2. Apply the fundamental principle of fractions by dividing the common factor or factors. If necessary, the properties of exponents can also be applied.
3. The simplest form will be the quotient of the product of remaining expressions.
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Digital downloads
Grades
9th - 12th, Adult Education, Higher Education
Subjects
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Pages
6
Answer Key
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Teaching Duration
2 days
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ALGEBRA I & II CONCEPTS A.) The Real Number System - Number line and Real NumbersB.) Ratios and ProportionsC.) Surface areas of different solidsD.) Special triangles E.) Properties(Rules) of exponentsF.) RadicalsG.) Polynomials and FactorizationH.) Linear equations: Slopes, parallel /per
Price $75.00Original Price $141.20Save $66.20
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Description
OUTLINE
In order to Simplify a rational expression, follow these steps:
1. Completely factor the polynomials given in the numerator and denominator of the
rational expression.
2. Apply the fundamental principle of fractions by dividing the common factor or factors. If necessary, the properties of exponents can also be applied.
3. The simplest form will be the quotient of the product of remaining expressions.
In order to Simplify a rational expression, follow these steps:
1. Completely factor the polynomials given in the numerator and denominator of the
rational expression.
2. Apply the fundamental principle of fractions by dividing the common factor or factors. If necessary, the properties of exponents can also be applied.
3. The simplest form will be the quotient of the product of remaining expressions.
Report this resource to TPT
Reported resources will be reviewed by our team. Report this resource to let us know if this resource violates TPT's content guidelines.
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