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26 HW Pg' 103 107

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called Inverse Property of Multiplication - the reciprocal of a is when - the reciprocal of ... Pg. 111-113 #16-60 eoe, 76-100 eoe #16-30: like practice 1 where ... – PowerPoint PPT presentation

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Title: 26 HW Pg' 103 107


1
2-6 HW Pg. 103- 107 20-68 eoe, 70-74, 94-112 e
Quiz 2 2-18 study
2
2-6 HW Continued
3
Quiz 2 2-18 2.) -63 3.) -21 4.)
14 5.)-2800 6.) -3 7.) 10.8 8.) 110 9.)
270 10.) 7.1t 11.) -13x 12.) 13.) 14.)
-43x 15.)2y 16.)-8t 17.) -243b 18.) 20y10

4
(No Transcript)
5
  • Wir2.5
  • LESSON

6
(No Transcript)
7
2-7 Division of Real Numbers
  • Reciprocal the flip of a fraction or whole
    number so that the product of a number and its
    reciprocal is 1.
  • - called Inverse Property of Multiplication
  • - the reciprocal of a is when
  • - the reciprocal of
  • Division Rule to divide (find the quotient) a
    number a by a nonzero number b, multiply a by the
    reciprocal of b
  • -

8
Another way to look at division of fractions
  • Try to make the denominator a WHOLE .
  • Whatever you do to the DENOMINATOR you MUST do to
    the NUMERATOR.

9
  • Sign of a quotient
  • Same signs (-)/(-) or ()/()
  • take quotient of absolute values
  • answer is POSITIVE
  • Different signs (-)/() - or ()/(-)
    -
  • take quotient of absolute values
  • answer is NEGATIVE

10
Practice
  • Find the quotient.

11
Practice 2
  • Simplify the expression

12
Practice 3
  • Evaluate the expression

13
When will I ever use this?
14
Summary
  • The product of a number and ___ is 1.
  • Ans reciprocal
  • Is dividing by a number the same as multiplying
    by the opposite of the number? EXPLAIN your
    reasoning.
  • Ans No, dividing is the same as multiplying by
    the reciprocal
  • Is the reciprocal of a negative number sometimes,
    always or never positive?
  • Ans never
  • Describe the error shown below

15
Check Yourself
  • Pg. 111-113 16-60 eoe, 76-100 eoe
  • 16-30 like practice 1 where you find the
    quotient
  • 32-50 like practice 2 where you simplify the
    expression as far as possible
  • 52-56 like practice 3 where you evaluate the
    expression by substituting the value for the
    variable then simplifying
  • 5860 find the domain of the function, so what
    can you put in for x so the expression makes
    sense
  • 76-100 mixed review
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