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Algebra Warm Up:
pg. 382 # 68-69
REMEMBER --becasue of the ABS value--
split into 2 cases to solve!
8.2 Laws of Exponents: Powers and Products pg. 377 -382



So yesterday you learned:

      When multiplying like bases--you add exponents




      When multiplying monomials--you multiply the coefficents, add
        the exponents of the like bases
The second rule of exponents:        (3 parts)

Raising power to a power.

      In this case you will be applying an exponent to a set of
parentheses (multiplying the exponents together)
pg. 378
Raising Monomials to a Power


  In this case--again you are applying the exponent outside the ( ) to
  everything inside!




  JUST like you use Distributive Property--The exponent applies to
  EVERY part inside the ( )--THEN simplify if you can!
pg. 379
pg. 379
pg. 380
Sometimes you will have word problems--This just involves
SUBSTITUTING an expression into a formula
Powers of -1


  Recall from chapter 2-

        negative x megative = positive     negative x positive = negative

        positive x negative = negative     positive x positive = posistive

This idea applies to exponents and negative numbers!

      EVEN exponent applied to negative bases GIVES positive answer
             (negatives cancel out)



      ODD exponent applied to negative bases GIVES negative answer
pg. 380
Now you try them together! pg. 381 # 2-25

     DON'T forget about the rule from yesteday--They will still apply!
8.2 Exponenrts
8.2 Exponenrts
8.2 Exponenrts

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8.2 Exponenrts

  • 1. Algebra Warm Up: pg. 382 # 68-69 REMEMBER --becasue of the ABS value-- split into 2 cases to solve!
  • 2. 8.2 Laws of Exponents: Powers and Products pg. 377 -382 So yesterday you learned: When multiplying like bases--you add exponents When multiplying monomials--you multiply the coefficents, add the exponents of the like bases
  • 3. The second rule of exponents: (3 parts) Raising power to a power. In this case you will be applying an exponent to a set of parentheses (multiplying the exponents together)
  • 5. Raising Monomials to a Power In this case--again you are applying the exponent outside the ( ) to everything inside! JUST like you use Distributive Property--The exponent applies to EVERY part inside the ( )--THEN simplify if you can!
  • 9. Sometimes you will have word problems--This just involves SUBSTITUTING an expression into a formula
  • 10. Powers of -1 Recall from chapter 2- negative x megative = positive negative x positive = negative positive x negative = negative positive x positive = posistive This idea applies to exponents and negative numbers! EVEN exponent applied to negative bases GIVES positive answer (negatives cancel out) ODD exponent applied to negative bases GIVES negative answer
  • 12. Now you try them together! pg. 381 # 2-25 DON'T forget about the rule from yesteday--They will still apply!