5.11 using several methods of factoring (2009)

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Page 1: 5.11   Using Several Methods Of Factoring (2009)

Homework

Page 2: 5.11   Using Several Methods Of Factoring (2009)

LAST NIGHT’S HWLAST NIGHT’S HWLAST NIGHT’S HWLAST NIGHT’S HW

Page 3: 5.11   Using Several Methods Of Factoring (2009)

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Page 4: 5.11   Using Several Methods Of Factoring (2009)

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Page 5: 5.11   Using Several Methods Of Factoring (2009)

Homework

Page 6: 5.11   Using Several Methods Of Factoring (2009)

ANSWERSANSWERSANSWERSANSWERS

Page 7: 5.11   Using Several Methods Of Factoring (2009)

ANSWERSANSWERSANSWERSANSWERS

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ANSWERSANSWERSANSWERSANSWERS

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5.115.11Using Several Using Several

Methods of FactoringMethods of Factoring

Page 10: 5.11   Using Several Methods Of Factoring (2009)

1)1) Factor out the GCF firstFactor out the GCF first

2)2) Look for a difference of squaresLook for a difference of squares

3)3) Look for a perfect square trinomialLook for a perfect square trinomial

4)4) Look for a pair of binomial factorsLook for a pair of binomial factors

5)5) If a polynomial has 4 or more terms, look for a way to If a polynomial has 4 or more terms, look for a way to

factor by groupingfactor by grouping

6)6) Make sure you can’t factor any furtherMake sure you can’t factor any further

7)7) Check your work!Check your work!

GUIDES TO FACTORING COMPLETELYGUIDES TO FACTORING COMPLETELY

2 2 ( )( )a b a b a b

2 2 22 ( ) ora ab b a b2 2 22 ( )a ab b a b

Page 11: 5.11   Using Several Methods Of Factoring (2009)

Factor completely:Factor completely:31 8 512 ) x x

3 22 3 3 18 ) x x x

Page 12: 5.11   Using Several Methods Of Factoring (2009)

Factor completely:Factor completely:2 3 3 2 43 5 2 3 ) a b a b ab

2 24 4 3 12 ) a b b a

Page 13: 5.11   Using Several Methods Of Factoring (2009)

Factor completely:Factor completely:3 25 4 ) x xy

3 26 12 30 18 ) z z z

Page 14: 5.11   Using Several Methods Of Factoring (2009)

Factor completely:Factor completely:47 2 162) x

3 28 9 108 63 ) x x x

Page 15: 5.11   Using Several Methods Of Factoring (2009)

Factor completely:Factor completely:29 20 60 45 ) x x

3 210 10 25 35 ) k k k

Page 16: 5.11   Using Several Methods Of Factoring (2009)

Factor completely:Factor completely:2 211 12 3 12 ) ab b a

3 2 2 312 ) a a b ab b

Page 17: 5.11   Using Several Methods Of Factoring (2009)

ClassworkHomework

Page 18: 5.11   Using Several Methods Of Factoring (2009)

Homework