1. Rationalizing Roots Objective:
1.   Be able to rationalize square roots (radicals).
Critical Vocabulary:
Perfect Square, Radical, Rationalize

2. I. Rationalizing Roots Example 1: Example 2: Example 3: Rationalize
A fraction may not have a square root located in the denominator. Therefore we must rationalize the fraction. This means we will multiply be a unique value of one.
Example 1:
Example 2:
Example 3:

3. I. Rationalizing Roots Example 4: Example 5: Example 6: Rationalize
A fraction may not have a square root located in the denominator. Therefore we must rationalize the fraction. This means we will multiply be a unique value of one.
Example 4:
Example 5:
Example 6:

4. I. Rationalizing Roots Example 7: Example 8: Example 9: Rationalize
A fraction may not have a square root located in the denominator. Therefore we must rationalize the fraction. This means we will multiply be a unique value of one.
Example 7:
Example 8:
Example 9:

5. Complete this assignment on a separate sheet of paper
Title: “Rationalizing Roots”
Complete this assignment on a separate sheet of paper
Directions: Simplify the following Roots

6. Complete this assignment on a separate sheet of paper
Title: “Rationalizing Roots”
Complete this assignment on a separate sheet of paper
Directions: Simplify the following Roots