• Dividing Radicals and Rationalizing the Denominator - Concept

How to rationalize denominators.
• Rationalizing the Denominator with Higher Roots - Problem 1

How to simplify a radical before rationalizing the denominator with a higher root.
• Dividing Radicals and Rationalizing the Denominator - Problem 3

How to rationalize denominators using the conjugate and reduce the result.
• Rationalizing a Denominator with a Binomial - Problem 6

Rationalizing a denominator containing binomials of radicals in both the numerator and denominator.
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• Dividing Radicals and Rationalizing the Denominator - Problem 7

Overview of rationalizing the denominator by simplifying the radical first or after the denominator has been rationalized.
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• Rationalizing a Denominator with a Binomial - Problem 2

How to rationalize a denominator with two radicals.
• Dividing Radicals and Rationalizing the Denominator - Problem 2

How to rationalize denominators using the conjugate.
• Dividing Radicals and Rationalizing the Denominator - Problem 1

How to reduce fractions with square roots.
• Rationalizing a Denominator with a Binomial - Concept

How to rationalize a denominator by multiplying by the conjugate.
• Rationalizing the Denominator with Higher Roots - Concept

How to rationalize the denominator with a higher root.
• Rationalizing the Denominator with Higher Roots - Problem 2

How to rationalize a denominator with multiple components and a higher root.
• Rationalizing a Denominator with a Binomial - Problem 8

Rationalizing a binomial denominator with one radical term.
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• Rationalizing a Denominator with a Binomial - Problem 3

Rationalizing an expression with a binomial denominator.
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• Rationalizing a Denominator with a Binomial - Problem 4

Rationalizing a binomial denominator with radical terms.
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• Rationalizing a Denominator with a Binomial - Problem 1

How to rationalize a denominator by multiplying by the conjugate.
• Dividing Radicals and Rationalizing the Denominator - Problem 6

Dividing radical monomials with integers and variables by simplifying each first and then rationalizing the denominator.
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• Rationalizing the Denominator with Higher Roots - Problem 4

Rationalizing a denominator with a root of a variable.