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Multiply

 Divide
 Exponent of Exponent
 Negative Exponents
 Exponents Video
 Authors Page
 Resources
Simplify the expression

 Rewrite this as (x*x*x)(x*x*x*x*x)=
 Did you notice that 3 + 5 = 8?
 So, our rule is:
 Be careful! We must have the same base
  for each exponent. So,
 Click here to give it a try!


                     Quit
Answer
         Quit
 Key
Simplify the expression



  Rewrite this as (x*x*x*x)/(x*x)=

 Did you notice that 4 – 2 = 2?
 So, our rule is


  Remember, just like multiplication, we

  must have the same base.
 Click here to give it a try!
                          Quit
Answer
         Quit
 Key
Simplify the expression

 Rewrite this as              (x*x*x)(x*x*x)=
 Did you notice that 3*2 = 6?
 So, our rule is
 We only have one base here, so we
  don’t worry about similar bases.
 Click here to give it a try!


                          Quit
Answer
         Quit
 Key
Simplify the expression

 This one is a bit more tricky than the rest-
  your expression will become a fraction!
 Take your expression and change the
  exponent to a positive. Now take 1 over
  your new expression.
 So       becomes

  Now, our rule is

 Click here to give it a try!
                            Quit
Answer
         Quit
 Key
Click here to watch a short video clip

    playing a song to help you remember
    your rules!




                         Quit
Multiply                   Exponent to Exponent
                           



                Cannot
               Simplify-
               Different
                Bases!

                               Negative Exponents
                           
    Divide




                Cannot
               Simplify-
               Different
                Bases!

                           Quit
My name is Libby Whaley. I am a

    Sophomore at Grand Valley State
    University seeking a Mathematics and
    Secondary Education certification. I plan
    to teach high school Algebra and
    Calculus when I graduate. Please feel
    free to email me with any questions at
    whaleye@student.gvsu.edu

                         Quit
http://www.mathdork.com/images/exp

  onents.JPG
 http://www.youtube.com/watch?v=VQs
  Qj1Q_CMQ
 http://www.purplemath.com/modules/e
  xponent.htm



                        Quit

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Rules Of Exponents

  • 1.
  • 2. Multiply   Divide  Exponent of Exponent  Negative Exponents  Exponents Video  Authors Page  Resources
  • 3. Simplify the expression   Rewrite this as (x*x*x)(x*x*x*x*x)=  Did you notice that 3 + 5 = 8?  So, our rule is:  Be careful! We must have the same base for each exponent. So,  Click here to give it a try! Quit
  • 4. Answer Quit Key
  • 5. Simplify the expression  Rewrite this as (x*x*x*x)/(x*x)=   Did you notice that 4 – 2 = 2?  So, our rule is Remember, just like multiplication, we  must have the same base.  Click here to give it a try! Quit
  • 6. Answer Quit Key
  • 7. Simplify the expression   Rewrite this as (x*x*x)(x*x*x)=  Did you notice that 3*2 = 6?  So, our rule is  We only have one base here, so we don’t worry about similar bases.  Click here to give it a try! Quit
  • 8. Answer Quit Key
  • 9. Simplify the expression   This one is a bit more tricky than the rest- your expression will become a fraction!  Take your expression and change the exponent to a positive. Now take 1 over your new expression.  So becomes Now, our rule is   Click here to give it a try! Quit
  • 10. Answer Quit Key
  • 11. Click here to watch a short video clip  playing a song to help you remember your rules! Quit
  • 12. Multiply Exponent to Exponent   Cannot Simplify- Different Bases! Negative Exponents  Divide  Cannot Simplify- Different Bases! Quit
  • 13. My name is Libby Whaley. I am a  Sophomore at Grand Valley State University seeking a Mathematics and Secondary Education certification. I plan to teach high school Algebra and Calculus when I graduate. Please feel free to email me with any questions at whaleye@student.gvsu.edu Quit
  • 14. http://www.mathdork.com/images/exp  onents.JPG  http://www.youtube.com/watch?v=VQs Qj1Q_CMQ  http://www.purplemath.com/modules/e xponent.htm Quit