1. Unit #2
Radicals

2. Properties of Radicals

3. Simplifying Radicals
The radicand has no factor raised to a power greater than or equal to the index number
The radicand has no fractions
No denominator contains a radical
Exponents in the radicand and the index of the radical have no common factor
All indicated operations have been performed

4. Simplify each of the following radicals

6. Simplify each of the following radicals

7. Rewrite each of the following as a single expression under the radical sign

8. Rationalize the following denominators

9. Simplify each of the following radicals
Simplify each of the following radicals. Assume that all variables represent nonnegative real numbers.

10. Simplify each of the following radicals
Simplify each of the following radicals. Assume that all variables represent nonnegative real numbers.

11. Simplify each of the following radicals

12. Simplify each of the following radicals

13. Multiply by the conjugate with binomials in the denominator
Rationalize the following denominators
Multiply by the conjugate with binomials in the denominator

14. Simplify each of the following expressions with radicals or exponents

15. Simplify each of the following expressions with radicals or exponents and write in radical form

16. Simplify each of the following radicals