Page

**1**

Slide 1

Simplifying Radical Expressions

Slide 2

Slide 3

Product Property of Radicals Examples

Slide 4

Examples:

Slide 5

Examples:

Slide 6

Slide 7

Examples:

Slide 8

Examples:

Slide 9

Rationalizing the denominator means to remove any radicals from the denominator.

Ex: Simplify

Slide 10

No perfect nth power factors other than 1.

No fractions in the radicand.

No radicals in the denominator.

Slide 11

Examples:

Slide 12

Examples:

Slide 13

We can only combine terms with radicals

if we have like radicals

Reverse of the Distributive Property

Slide 14

Examples:

Slide 15

Examples:

Slide 16

Multiplying radicals - Distributive Property

Slide 17

Multiplying radicals - FOIL

Slide 18

Examples:

Slide 19

Examples:

Slide 20

Conjugates

Slide 21

The product of conjugates is a rational number. Therefore, we can rationalize denominator of a fraction by multiplying by its conjugate.

Go to page:

1 2

1 2

- Product Property of Radicals
- Quotient Property of Radicals
- Rationalizing the denominator
- Simplest Radical Form
- Adding radicals

- Sound
- Resource Acquisition and Transport in Vascular Plants
- Heat-Energy on the Move
- Mechanics Lecture
- Solar Thermal Energy
- Motion
- Simulation at NASA for the Space Radiation Effort

© 2010-2020 powerpoint presentations