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Vocabulary
• Base 4 6  Exponent

     The exponent
      is sometimes
     referred to as
        the power.
What is the
 meaning of 4 ?
             6

• 4 means to multiply
  6

 the base 4 by itself
 6 times.
The meaning of the
       exponent:
•1.) 4 = 4•4•4•4•4•4
     6

•2.) 4 = 4 • 4 • 4
      3

•3.) 4 = 4
      1

•4.) 4 = ?
      0
The meaning of the exponent:

•4.) 4 = 1
        0


•5.) 4 = 1/4
        -1

If 8/4 = 2, then we can say that
23/ 22 = 21. So if 4/4 = 1,we can
say that 22/ 22 = 20, therefore 20
must EQUAL 1.
Fill-in the chart
•1.) 2 = the •5.) 2 =
       4
           As            0
                  exponent
        3gets smaller, what
•2.) 2 = do you notice =
             8 •6.) 2    -1

•3.)        = 4 •7.) 2
          about the answer?= 1/4
                         -2


• 4.) 2 =
        1         •8.) 2 =
                         -3
Fill - in the chart
•1.) 2 = 16
     4
              •5.) 2 = 1
                   0

•2.) 2 = 8
      3
              •6.) 2 = 1/2
                    -1

•3.) 2 = 4
      2
              •7.) 2 = 1/4
                    -2

•4.) 2 = 2
      1
              •8.) 2 = 1/8
                    -3
Evaluate the following
 expressions with exponents

• 1.) n when n =4
      3


•4 = 4 • 4 • 4 = 64
  3


•4 = 64
  3
Evaluate the following
 expressions with exponents

•2.) 15 + x when x = 5
               2

•15 + 5   2


• 15 + 5 • 5
• 15 + 25 = 40
Evaluate the following
  expressions with exponents
• 3.) (3a + 6b) when a = 1 &
                2

                        b=
  (3(1) + 6(2))
  2
                 2

 (3 + 12)   2

 (15) 2

  225
Evaluate the following
   expressions with exponents
• 4.) 2x  3
              and (2x) when x = 4
                      3


•2(4 ) and (2•4)
      3                    3


•2(64) and (8) 3


•128 and 512
Closure
• 1.) What’s the difference
  between an expression and
  an equation?
• 2.) What the difference
  between a term and a
  factor?
Closure -   Name the following


                        What’s
                        this?
What’s this?
Closure -   Name the following



1.) is 3 a factor or term?
2.) What is the 2 called?
3.) Is 3x a factor or a term?
4.) Is 3x + 2 an expression or
 an equation?

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Exponents and powers

  • 1. Vocabulary • Base 4 6 Exponent The exponent is sometimes referred to as the power.
  • 2. What is the meaning of 4 ? 6 • 4 means to multiply 6 the base 4 by itself 6 times.
  • 3. The meaning of the exponent: •1.) 4 = 4•4•4•4•4•4 6 •2.) 4 = 4 • 4 • 4 3 •3.) 4 = 4 1 •4.) 4 = ? 0
  • 4. The meaning of the exponent: •4.) 4 = 1 0 •5.) 4 = 1/4 -1 If 8/4 = 2, then we can say that 23/ 22 = 21. So if 4/4 = 1,we can say that 22/ 22 = 20, therefore 20 must EQUAL 1.
  • 5. Fill-in the chart •1.) 2 = the •5.) 2 = 4 As 0 exponent 3gets smaller, what •2.) 2 = do you notice = 8 •6.) 2 -1 •3.) = 4 •7.) 2 about the answer?= 1/4 -2 • 4.) 2 = 1 •8.) 2 = -3
  • 6. Fill - in the chart •1.) 2 = 16 4 •5.) 2 = 1 0 •2.) 2 = 8 3 •6.) 2 = 1/2 -1 •3.) 2 = 4 2 •7.) 2 = 1/4 -2 •4.) 2 = 2 1 •8.) 2 = 1/8 -3
  • 7. Evaluate the following expressions with exponents • 1.) n when n =4 3 •4 = 4 • 4 • 4 = 64 3 •4 = 64 3
  • 8. Evaluate the following expressions with exponents •2.) 15 + x when x = 5 2 •15 + 5 2 • 15 + 5 • 5 • 15 + 25 = 40
  • 9. Evaluate the following expressions with exponents • 3.) (3a + 6b) when a = 1 & 2 b= (3(1) + 6(2)) 2 2 (3 + 12) 2 (15) 2 225
  • 10. Evaluate the following expressions with exponents • 4.) 2x 3 and (2x) when x = 4 3 •2(4 ) and (2•4) 3 3 •2(64) and (8) 3 •128 and 512
  • 11. Closure • 1.) What’s the difference between an expression and an equation? • 2.) What the difference between a term and a factor?
  • 12. Closure - Name the following What’s this? What’s this?
  • 13. Closure - Name the following 1.) is 3 a factor or term? 2.) What is the 2 called? 3.) Is 3x a factor or a term? 4.) Is 3x + 2 an expression or an equation?