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Module 8.1 Lesson 4 and start 5.notebook 1 March 29, 2016 Module 8.1 Lesson 4/5 Numbers Raised to the Zeroth Power and Negative Exponents HW Do Now: 1) (8a 2 b 4 )(2a 5 b) 2) 26x 4 y 5 2xy 4 1.) Page 35 2.) Mid-Module Quiz Thursday 3/31 3.) Module 3 Review due Friday 4/1

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Transcript of Module 8.1 lesson 4 and start 5

  • Module8.1Lesson4andstart5.notebook

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    Module 8.1 Lesson 4/5Numbers Raised to the

    Zeroth Power and Negative Exponents

    HW

    Do Now:1) (8a2b4)(2a5b) 2) 26x4y5

    2xy4

    1.) Page 35

    2.) Mid-Module Quiz Thursday 3/31

    3.) Module 3 Review due Friday 4/1

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    SMARTDocumentCamera

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    2323 =

    What is 20?

    2323 =

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    Rule:

    Anything to the Zero Power is 1

    60

    (-7)0

    ( )012

    y0

    Examples

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    2325 =

    How do we simplify negative exponents?

    2325 =

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    p21

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    42 4-5 = 4346 =

    What is 4-3?

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    Negative Exponent Rulex-n = 1

    xn or 1 = xn

    x-n

    If there is a negative exponent in the numerator the base and negative exponent must move to

    the denominator.

    If there is a negative exponent in the denominator the base and negative exponent must move to

    numerator.

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    ExamplesNegative Exponent Rulex-n = 1

    x-n or 1 = xn

    x-n 2-3 =

    x-5 =

    3y-7=

    1 =b-6

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    p22

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    simplify simplify

    p22

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    p23

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    p24

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    p24

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    p25

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    p25

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    p26

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    p26

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    p27

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    Zero Power Rule:

    Anything to the Zero Power is 1

    Negative Exponent Rulex-n = 1

    x-n or 1 = xn

    x-n

    *Closing*

    Page 1: Mar 22-11:14 AMPage 2: Mar 29-12:20 PMPage 3: Mar 22-11:29 AMPage 4: Mar 22-12:34 PMPage 5: Mar 22-11:29 AMPage 6: Mar 22-12:39 PMPage 7: Mar 22-11:29 AMPage 8: Mar 22-12:47 PMPage 9: Mar 22-12:34 PMPage 10: Mar 22-1:27 PMPage 11: Mar 22-1:28 PMPage 12: Mar 22-1:28 PMPage 13: Mar 22-1:30 PMPage 14: Mar 22-1:31 PMPage 15: Mar 22-1:31 PMPage 16: Mar 22-1:31 PMPage 17: Mar 22-1:31 PMPage 18: Mar 22-1:31 PMPage 19: Mar 22-1:21 PMPage 20: Mar 22-1:26 PMPage 21: Mar 22-1:32 PM