Learning Objectives:

__Math tutoring on Dividing Radicals__

To simplify a quotient involving** radicals**, we do something called **rationalizing** the denominator. This actually will not feel a lot like **division**, but it is how we handle **division **with** radicals**. For a single-term denominator, in math tutoring, we will multiply the numerator by a single radical that makes the denominator a perfect nth root. If the denominator involves a sum or difference, then we will multiply the numerator and denominator by the** conjugate **of the denominator. When **dividing radical** expressions, the rules governing quotients are similar:

.To **divide radicals**, we must divide the numbers outside **(O)** the **radicals** and then divide the numbers inside **(I)** the radicals. If a radical appear in the denominator of a fraction, to simplify the expression we have to remove the** radicals** by rationalizing.

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**Hook Questions:**

*1. **How do you multiply radicals?*

*2. **Can you add radicals?*

*3. **How do you divide expressions?*

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