1. Notes 5-1 Radicals and Rational Exponents
Warm-up
Page 334 #1,4,7,10,13
How are expressions containing radicals or rational exponents simplified?

2. Answers to Warm-ups 12 -3
0.2 9
13. 16

3. I. Nth Root Odd powers resemble the cubic graph.
How are expressions containing radicals or rational exponents simplified?
I. Nth Root
Odd powers resemble the cubic graph.
Even powers resemble the quadratic graph.
If , then
Remember Power of Power Property E.

4. I. Examples Simplify each expression. .
How are expressions containing radicals or rational exponents simplified?
I. Examples
Simplify each expression. .

5. I. Examples continued Simplify each expression. .
How are expressions containing radicals or rational exponents simplified?
I. Examples continued
Simplify each expression. .

7. How are expressions containing radicals or rational exponents simplified?
I. Examples continued
Use a calculator to approximate each expression to the nearest ten- thousandths.
A. .
B. .

9. How are expressions containing radicals or rational exponents simplified?
Let’s Practice: Page 334 #23, 33,37

10. Warm-up Day 2
Page 334 #2,5,8
How are expressions containing radicals or rational exponents simplified?

11. II. Properties Review Rational Exponent Theorem Product of Powers:
How are expressions containing radicals or rational exponents simplified?
II. Properties Review
Rational Exponent Theorem 2.
Product of Powers:
Power of a Product:
Quotient of Powers:

12. II. Properties Review Cont
How are expressions containing radicals or rational exponents simplified?
II. Properties Review Cont
E. Power of a Quotient:
F. Zero Exponent:
G. Negative Exponent:

13. II. Examples continued Write the expression
How are expressions containing radicals or rational exponents simplified?
II. Examples continued
Write the expression
using only positive exponents.
Simplify the expression

14. How are expressions containing radicals or rational exponents simplified?
Let’s Practice 2: Page 334 #41,47,53

15. How are expressions containing radicals or rational exponents simplified?
HOMEWORK:
Page 334 #22, 26, 32, 36, 42, 50, 54, 58, 62, 66