• Share
  • Email
  • Embed
  • Like
  • Save
  • Private Content
Laws Of Exponents
 

Laws Of Exponents

on

  • 130,257 views

 

Statistics

Views

Total Views
130,257
Views on SlideShare
129,269
Embed Views
988

Actions

Likes
50
Downloads
0
Comments
8

30 Embeds 988

http://www.slideshare.net 399
http://fsurose.wordpress.com 369
http://ncvps.blackboard.com 40
http://bb9.waukesha.k12.wi.us 28
http://bbtest.spokaneschools.org 26
http://www.leadlms.com.sg 25
http://www.e-presentations.us 16
http://www.schoology.com 13
https://tasks.crowdflower.com 11
http://blackboard.yorkschool.com 10
http://mathalvarezab.wikispaces.com 7
https://eps.blackboard.com 6
http://us-w1.rockmelt.com 4
http://fcps.blackboard.com 4
http://206.193.0.8 4
http://moodle2.rockyview.ab.ca 3
http://aku-matematika-doc.weebly.com 3
http://www.facebook.com 3
http://bb.spokaneschools.org 2
http://bb9 2
https://www.facebook.com 2
http://mathwithbeaumont.wikispaces.com 2
https://twitter.com 2
http://36ohk6dgmcd1n-c.c.yom.mail.yahoo.net 1
http://learningsglobal.com 1
http://blackboard.moric.org 1
http://blackboard.cpsb.org 1
http://fultonbb.ocmboces.org 1
http://blendedschools.blackboard.com 1
http://www.weebly.com 1
More...

Accessibility

Upload Details

Uploaded via as Microsoft PowerPoint

Usage Rights

© All Rights Reserved

Report content

Flagged as inappropriate Flag as inappropriate
Flag as inappropriate

Select your reason for flagging this presentation as inappropriate.

Cancel

18 of 8 previous next Post a comment

  • Full Name Full Name Comment goes here.
    Are you sure you want to
    Your message goes here
    Processing…
Post Comment
Edit your comment

    Laws Of Exponents Laws Of Exponents Presentation Transcript

    • Laws of Exponents
    • Lesson 1: Laws of Exponents Vocabulary exponent 7 2 base power
    • Lesson 1: Laws of Exponents Power Exponent Base
    • Lesson 1: Laws of Exponents Law 1: Product Law aman = am+n When multiplying two powers with the same base, just add the exponents.
    • Lesson 1: Laws of Exponents Law 2: Quotient Law m a n = am-n a When dividing two powers with the same base, just subtract the exponents.
    • Lesson 1: Laws of Exponents Law 2: Power Law (am)n = amn To simplify any power of power, simply multiply the exponents.
    • Lesson 1: Laws of Exponents Powers with different bases anbn = (ab)n
    • Lesson 1: Laws of Exponents Powers with different bases n n an =  a      b b  Dividing different bases can’t be simplified unless the exponents are equal.
    • Lesson 1: Laws of Exponents Zero exponents a =1 0 A nonzero base raised to a zero exponent Is equal to one.
    • Lesson 1: Laws of Exponents Negative exponents  1 a-n =    n a  A nonzero base raised to a negative exponent is equal to the reciprocal of the base raised to the positive exponent.
    • Lesson 1: Laws of Exponents Simplifying Powers A power is in its simplest form when the laws and definitions of exponents cannot be applied further to simplify it. Example: 4-3 not in simplest form 1 simplest form 64
    • Lesson 1: Laws of Exponents Simplifying an Exponential Expression Exponential expressions are algebraic expressions which contain exponents. An algebraic expression is in simplest form when it is written with only positive exponents. If The expression is a fraction in simplest form, the only common factor of the numerator and denominator is 1.
    • Lesson 1: Laws of Exponents Evaluating an Exponential Expression To evaluate means to substitute the given value/s to the variable/s of the expression and simplifying the expression.