7/3/ :50 AMR.2 - Integer Exponents1 Exponents Section R.2

7/3/ :50 AMR.2 - Integer Exponents2 Definitions Base: The term/variable of which is being raised upon Exponent: The term/variable is raised by a term. AKA Power BASE EXPONENT

7/3/ :50 AMR.2 - Integer Exponents3 Definitions

7/3/ :50 AM7.1 Properties of Exponents4 Definitions 7/3/ :50 AM4R.2 - Integer Exponents

7/3/ :50 AMR.2 - Integer Exponents5 Example 1

7/3/ :50 AM7.1 Properties of Exponents6 Example 2 7/3/ :50 AM6R.2 - Integer Exponents

7/3/ :50 AM7.1 Properties of Exponents7 Example 3 7/3/ :50 AM7R.2 - Integer Exponents

7/3/ :50 AM7.1 Properties of Exponents8 Example 4 7/3/ :50 AM8R.2 - Integer Exponents

7/3/ :50 AM7.1 Properties of Exponents9 Example 5 7/3/ :50 AM9R.2 - Integer Exponents

Warm-Up Solve: 7/3/ :50 AM10R.2 - Integer Exponents

Properties of Exponents Negative Power Property: Product of a Power: Power of a Power: Power of a Product: Quotient Power Property: 7/3/ :50 AM11R.2 - Integer Exponents

7/3/ :50 AMR.2 - Integer Exponents12 Negative Power Property Saying goes: NO NEGATIVE POWERS What are the base(s) and the power(s)?

7/3/ :50 AMR.2 - Integer Exponents13 Negative Power Property

7/3/ :50 AMR.2 - Integer Exponents14

7/3/ :50 AMR.2 - Integer Exponents15 Product of a Power Saying goes: BASE, BASE, ADD If the BASES are same, ADD the powers What are the base(s) and the power(s)?

7/3/ :50 AMR.2 - Integer Exponents16 Product of a Power

7/3/ :50 AMR.2 - Integer Exponents17 Product of a Power

7/3/ :50 AMR.2 - Integer Exponents18 Your Turn

7/3/ :50 AMR.2 - Integer Exponents19 Power of a Power Saying goes: POWER, POWER, MULTIPLY If the POWERS are near each other, MULTIPLY the powers – usually deals with PARENTHESES What are the base(s) and the power(s)?

7/3/ :50 AMR.2 - Integer Exponents20 Power of a Power

7/3/ :50 AMR.2 - Integer Exponents21 Power of a Power

7/3/ :50 AMR.2 - Integer Exponents22 Your Turn

7/3/ :50 AMR.2 - Integer Exponents23 Power of a Product Saying goes: DISTRIBUTE THE POWER TO THE BASES What are the base(s) and the power(s)?

7/3/ :50 AMR.2 - Integer Exponents24 Power of a Product How many bases does this problem have?

7/3/ :50 AMR.2 - Integer Exponents25 Power of a Product

7/3/ :50 AMR.2 - Integer Exponents26 Your Turn

7/3/ :50 AMR.2 - Integer Exponents27 Quotient Power Property Saying goes: When dividing an expression with a power, SUBTRACT the powers. They must have the same base in order to subtract. What are the base(s) and the power(s)?

7/3/ :50 AMR.2 - Integer Exponents28 Quotient Power Property

7/3/ :50 AMR.2 - Integer Exponents29 Quotient Power Property

Your Turn 7/3/ :50 AMR.2 - Integer Exponents30 =

7/3/ :50 AMR.2 - Integer Exponents31 Assignment Pg odd