SlideShare a Scribd company logo
1 of 25
Factoring Trinomials
     Module 10 - Topic 2
           Part 1
Standard Form of a Trinomial
Standard form for a trinomial is:
               2
            ax + bx + c
Standard Form of a Trinomial
Standard form for a trinomial is:
               2
            ax + bx + c
Such as
Standard Form of a Trinomial
Standard form for a trinomial is:
                2
            ax + bx + c
Such as
    (A)     2
          3x + 2x + 9
Standard Form of a Trinomial
Standard form for a trinomial is:
                2
            ax + bx + c
Such as
    (A)     2
          3x + 2x + 9
            2
    (B)   2t − 5t + 7
Standard Form of a Trinomial
Standard form for a trinomial is:
                2
            ax + bx + c
Such as
    (A)     2
          3x + 2x + 9
             2
    (B)   2t − 5t + 7
           2
    (C)   d + 4d − 1
Notice the variable doesn’t have to be x.
Identifying Parts of a Trinomial
                2
              ax + bx + c
  Such as
  2
3x + 2x + 9
Identifying Parts of a Trinomial
                2
              ax + bx + c
  Such as
  2
3x + 2x + 9

      a=3
      b=2
      c=9
Identifying Parts of a Trinomial
                2
              ax + bx + c
  Such as
  2                 2
3x + 2x + 9    2t − 5t + 7
      a=3
      b=2
      c=9
Identifying Parts of a Trinomial
                2
              ax + bx + c
  Such as
  2                 2
3x + 2x + 9    2t − 5t + 7
      a=3           a=2
      b=2           b = −5
      c=9           c=7
Identifying Parts of a Trinomial
                2
              ax + bx + c
  Such as
  2                 2         2
3x + 2x + 9    2t − 5t + 7   d + 4d − 1
      a=3           a=2
      b=2           b = −5
      c=9           c=7
Identifying Parts of a Trinomial
                2
              ax + bx + c
  Such as
  2                 2         2
3x + 2x + 9    2t − 5t + 7   d + 4d − 1
      a=3           a=2           a =1
      b=2           b = −5        b=4
      c=9           c=7           c = −1
Multiplying Binomials Review
Recall that multiplying 2 binomials
resulted in a trinomial.
Multiplying Binomials Review
Recall that multiplying 2 binomials
resulted in a trinomial.

Such as:   ( 2x + 3) ( x + 5 ) = 2x   2
                                          + 13x + 15
Multiplying Binomials Review
Recall that multiplying 2 binomials
resulted in a trinomial.

Such as:   ( 2x + 3) ( x + 5 ) = 2x   2
                                          + 13x + 15

Given the result, the 2 binomial factors
are not apparent but sometimes you want
to find the binomial factors.
Factoring Trinomials when a > 1
Watch a 4 minute video to learn the box
method for factoring trinomials.

This method can be applied to all
factorable trinomials (and some
binomials!).
More Factoring...
In the previous example all terms were
positive but this isn’t always the case.
More Factoring...
In the previous example all terms were
positive but this isn’t always the case.
Sometimes b, c, or b & c are negative.
Such as:
More Factoring...
In the previous example all terms were
positive but this isn’t always the case.
Sometimes b, c, or b & c are negative.
Such as:
   2
2x + 7x − 15
More Factoring...
In the previous example all terms were
positive but this isn’t always the case.
Sometimes b, c, or b & c are negative.
Such as:
   2
2x + 7x − 15
             2
       or 12x − 11x + 2
More Factoring...
In the previous example all terms were
positive but this isn’t always the case.
Sometimes b, c, or b & c are negative.
Such as:
   2
2x + 7x − 15
             2
       or 12x − 11x + 2
                               2
                    or      30x − 11x − 14
More Factoring...
In the previous example all terms were
positive but this isn’t always the case.
Sometimes b, c, or b & c are negative.
Such as:
   2
 2x + 7x − 15
                 2
        or 12x − 11x + 2
                               2
                      or 30x − 11x − 14
Watch this 4 minute video to learn how
to factor using boxes when b is negative.
Gizmo Practice Activity
Please log into Explore Learning website using
the username and password given to you AND
found in the support documents.
Search for the "Modeling the Factorization of
  2
ax +bx+c" Gizmo and launch the Gizmo.
After you have completed at least 5 Gizmo
problems, scroll down to the Assessment
Questions and complete the 4 multiple choice
problems.
Pronto or message me if you have questions.
Factoring Practice
Try these Cool Math problems to practice
factoring trinomials when a > 1. Keep working
until you get 3 in a row correct without a hint!
Select “Give me a Problem” to keep trying
problems.
After completing your work in a notebook,
select “What’s the Answer?” to compare your
answer with the correct answer.
Message or Pronto me if you need help!
Great Job!
You’ve finished
reviewing Factoring
when a > 1.
Exit and proceed to
Factoring Trinomials
Part 2.

More Related Content

Viewers also liked

Viewers also liked (16)

Mutual fund
Mutual fundMutual fund
Mutual fund
 
Operating Systems As a Product
Operating Systems As a ProductOperating Systems As a Product
Operating Systems As a Product
 
Operating system
Operating systemOperating system
Operating system
 
vidddu A small presentation on,
vidddu A small presentation on, vidddu A small presentation on,
vidddu A small presentation on,
 
Money 3.0
Money 3.0Money 3.0
Money 3.0
 
Factoring Trinomials
Factoring TrinomialsFactoring Trinomials
Factoring Trinomials
 
Financial intermederies
Financial intermederiesFinancial intermederies
Financial intermederies
 
Mutual fund ppt
Mutual fund pptMutual fund ppt
Mutual fund ppt
 
Factoring & forfaiting
Factoring & forfaitingFactoring & forfaiting
Factoring & forfaiting
 
Chapter 22_Insurance Companies and Pension Funds
Chapter 22_Insurance Companies and Pension FundsChapter 22_Insurance Companies and Pension Funds
Chapter 22_Insurance Companies and Pension Funds
 
Factoring services
Factoring servicesFactoring services
Factoring services
 
Factoring & Forfaiting
Factoring & ForfaitingFactoring & Forfaiting
Factoring & Forfaiting
 
Factoring and Forfaiting
Factoring and ForfaitingFactoring and Forfaiting
Factoring and Forfaiting
 
Wealth Management
Wealth Management Wealth Management
Wealth Management
 
Financial intermediation
Financial intermediationFinancial intermediation
Financial intermediation
 
Chapter1 financial intermediary
Chapter1 financial intermediaryChapter1 financial intermediary
Chapter1 financial intermediary
 

More from Lori Rapp

Piecewise functions
Piecewise functionsPiecewise functions
Piecewise functionsLori Rapp
 
Normal curve
Normal curveNormal curve
Normal curveLori Rapp
 
Venn diagrams
Venn diagramsVenn diagrams
Venn diagramsLori Rapp
 
Circles notes
Circles notesCircles notes
Circles notesLori Rapp
 
Quadrilateral notes
Quadrilateral notesQuadrilateral notes
Quadrilateral notesLori Rapp
 
Remainder & Factor Theorems
Remainder & Factor TheoremsRemainder & Factor Theorems
Remainder & Factor TheoremsLori Rapp
 
Multiplying polynomials - part 1
Multiplying polynomials - part 1Multiplying polynomials - part 1
Multiplying polynomials - part 1Lori Rapp
 
Develop the Area of a Circle Formula
Develop the Area of a Circle FormulaDevelop the Area of a Circle Formula
Develop the Area of a Circle FormulaLori Rapp
 
Unit 4 hw 8 - pointslope, parallel & perp
Unit 4   hw 8 - pointslope, parallel & perpUnit 4   hw 8 - pointslope, parallel & perp
Unit 4 hw 8 - pointslope, parallel & perpLori Rapp
 
Absolute Value Inequalities Notes
Absolute Value Inequalities NotesAbsolute Value Inequalities Notes
Absolute Value Inequalities NotesLori Rapp
 
Compound Inequalities Notes
Compound Inequalities NotesCompound Inequalities Notes
Compound Inequalities NotesLori Rapp
 
Solving Inequalities Notes
Solving Inequalities NotesSolving Inequalities Notes
Solving Inequalities NotesLori Rapp
 
Solving quadratic equations part 1
Solving quadratic equations part 1Solving quadratic equations part 1
Solving quadratic equations part 1Lori Rapp
 
Introduction to Equations Notes
Introduction to Equations NotesIntroduction to Equations Notes
Introduction to Equations NotesLori Rapp
 
Associative property
Associative propertyAssociative property
Associative propertyLori Rapp
 
Real numbers
Real numbersReal numbers
Real numbersLori Rapp
 
Unit 4 hw 7 - direct variation & linear equation give 2 points
Unit 4   hw 7 - direct variation & linear equation give 2 pointsUnit 4   hw 7 - direct variation & linear equation give 2 points
Unit 4 hw 7 - direct variation & linear equation give 2 pointsLori Rapp
 
Absolute Value Equations
Absolute Value EquationsAbsolute Value Equations
Absolute Value EquationsLori Rapp
 
Unit 3 hw 7 - literal equations
Unit 3   hw 7 - literal equationsUnit 3   hw 7 - literal equations
Unit 3 hw 7 - literal equationsLori Rapp
 

More from Lori Rapp (20)

Piecewise functions
Piecewise functionsPiecewise functions
Piecewise functions
 
Normal curve
Normal curveNormal curve
Normal curve
 
Venn diagrams
Venn diagramsVenn diagrams
Venn diagrams
 
Circles notes
Circles notesCircles notes
Circles notes
 
Quadrilateral notes
Quadrilateral notesQuadrilateral notes
Quadrilateral notes
 
Remainder & Factor Theorems
Remainder & Factor TheoremsRemainder & Factor Theorems
Remainder & Factor Theorems
 
Multiplying polynomials - part 1
Multiplying polynomials - part 1Multiplying polynomials - part 1
Multiplying polynomials - part 1
 
Develop the Area of a Circle Formula
Develop the Area of a Circle FormulaDevelop the Area of a Circle Formula
Develop the Area of a Circle Formula
 
Unit 4 hw 8 - pointslope, parallel & perp
Unit 4   hw 8 - pointslope, parallel & perpUnit 4   hw 8 - pointslope, parallel & perp
Unit 4 hw 8 - pointslope, parallel & perp
 
Sets Notes
Sets NotesSets Notes
Sets Notes
 
Absolute Value Inequalities Notes
Absolute Value Inequalities NotesAbsolute Value Inequalities Notes
Absolute Value Inequalities Notes
 
Compound Inequalities Notes
Compound Inequalities NotesCompound Inequalities Notes
Compound Inequalities Notes
 
Solving Inequalities Notes
Solving Inequalities NotesSolving Inequalities Notes
Solving Inequalities Notes
 
Solving quadratic equations part 1
Solving quadratic equations part 1Solving quadratic equations part 1
Solving quadratic equations part 1
 
Introduction to Equations Notes
Introduction to Equations NotesIntroduction to Equations Notes
Introduction to Equations Notes
 
Associative property
Associative propertyAssociative property
Associative property
 
Real numbers
Real numbersReal numbers
Real numbers
 
Unit 4 hw 7 - direct variation & linear equation give 2 points
Unit 4   hw 7 - direct variation & linear equation give 2 pointsUnit 4   hw 7 - direct variation & linear equation give 2 points
Unit 4 hw 7 - direct variation & linear equation give 2 points
 
Absolute Value Equations
Absolute Value EquationsAbsolute Value Equations
Absolute Value Equations
 
Unit 3 hw 7 - literal equations
Unit 3   hw 7 - literal equationsUnit 3   hw 7 - literal equations
Unit 3 hw 7 - literal equations
 

Recently uploaded

How to do quick user assign in kanban in Odoo 17 ERP
How to do quick user assign in kanban in Odoo 17 ERPHow to do quick user assign in kanban in Odoo 17 ERP
How to do quick user assign in kanban in Odoo 17 ERPCeline George
 
What is Model Inheritance in Odoo 17 ERP
What is Model Inheritance in Odoo 17 ERPWhat is Model Inheritance in Odoo 17 ERP
What is Model Inheritance in Odoo 17 ERPCeline George
 
Keynote by Prof. Wurzer at Nordex about IP-design
Keynote by Prof. Wurzer at Nordex about IP-designKeynote by Prof. Wurzer at Nordex about IP-design
Keynote by Prof. Wurzer at Nordex about IP-designMIPLM
 
GRADE 4 - SUMMATIVE TEST QUARTER 4 ALL SUBJECTS
GRADE 4 - SUMMATIVE TEST QUARTER 4 ALL SUBJECTSGRADE 4 - SUMMATIVE TEST QUARTER 4 ALL SUBJECTS
GRADE 4 - SUMMATIVE TEST QUARTER 4 ALL SUBJECTSJoshuaGantuangco2
 
Global Lehigh Strategic Initiatives (without descriptions)
Global Lehigh Strategic Initiatives (without descriptions)Global Lehigh Strategic Initiatives (without descriptions)
Global Lehigh Strategic Initiatives (without descriptions)cama23
 
Full Stack Web Development Course for Beginners
Full Stack Web Development Course  for BeginnersFull Stack Web Development Course  for Beginners
Full Stack Web Development Course for BeginnersSabitha Banu
 
Visit to a blind student's school🧑‍🦯🧑‍🦯(community medicine)
Visit to a blind student's school🧑‍🦯🧑‍🦯(community medicine)Visit to a blind student's school🧑‍🦯🧑‍🦯(community medicine)
Visit to a blind student's school🧑‍🦯🧑‍🦯(community medicine)lakshayb543
 
Difference Between Search & Browse Methods in Odoo 17
Difference Between Search & Browse Methods in Odoo 17Difference Between Search & Browse Methods in Odoo 17
Difference Between Search & Browse Methods in Odoo 17Celine George
 
ENG 5 Q4 WEEk 1 DAY 1 Restate sentences heard in one’s own words. Use appropr...
ENG 5 Q4 WEEk 1 DAY 1 Restate sentences heard in one’s own words. Use appropr...ENG 5 Q4 WEEk 1 DAY 1 Restate sentences heard in one’s own words. Use appropr...
ENG 5 Q4 WEEk 1 DAY 1 Restate sentences heard in one’s own words. Use appropr...JojoEDelaCruz
 
Daily Lesson Plan in Mathematics Quarter 4
Daily Lesson Plan in Mathematics Quarter 4Daily Lesson Plan in Mathematics Quarter 4
Daily Lesson Plan in Mathematics Quarter 4JOYLYNSAMANIEGO
 
MULTIDISCIPLINRY NATURE OF THE ENVIRONMENTAL STUDIES.pptx
MULTIDISCIPLINRY NATURE OF THE ENVIRONMENTAL STUDIES.pptxMULTIDISCIPLINRY NATURE OF THE ENVIRONMENTAL STUDIES.pptx
MULTIDISCIPLINRY NATURE OF THE ENVIRONMENTAL STUDIES.pptxAnupkumar Sharma
 
4.18.24 Movement Legacies, Reflection, and Review.pptx
4.18.24 Movement Legacies, Reflection, and Review.pptx4.18.24 Movement Legacies, Reflection, and Review.pptx
4.18.24 Movement Legacies, Reflection, and Review.pptxmary850239
 
Transaction Management in Database Management System
Transaction Management in Database Management SystemTransaction Management in Database Management System
Transaction Management in Database Management SystemChristalin Nelson
 
ICS2208 Lecture6 Notes for SL spaces.pdf
ICS2208 Lecture6 Notes for SL spaces.pdfICS2208 Lecture6 Notes for SL spaces.pdf
ICS2208 Lecture6 Notes for SL spaces.pdfVanessa Camilleri
 
How to Add Barcode on PDF Report in Odoo 17
How to Add Barcode on PDF Report in Odoo 17How to Add Barcode on PDF Report in Odoo 17
How to Add Barcode on PDF Report in Odoo 17Celine George
 
Music 9 - 4th quarter - Vocal Music of the Romantic Period.pptx
Music 9 - 4th quarter - Vocal Music of the Romantic Period.pptxMusic 9 - 4th quarter - Vocal Music of the Romantic Period.pptx
Music 9 - 4th quarter - Vocal Music of the Romantic Period.pptxleah joy valeriano
 
Earth Day Presentation wow hello nice great
Earth Day Presentation wow hello nice greatEarth Day Presentation wow hello nice great
Earth Day Presentation wow hello nice greatYousafMalik24
 
Inclusivity Essentials_ Creating Accessible Websites for Nonprofits .pdf
Inclusivity Essentials_ Creating Accessible Websites for Nonprofits .pdfInclusivity Essentials_ Creating Accessible Websites for Nonprofits .pdf
Inclusivity Essentials_ Creating Accessible Websites for Nonprofits .pdfTechSoup
 
USPS® Forced Meter Migration - How to Know if Your Postage Meter Will Soon be...
USPS® Forced Meter Migration - How to Know if Your Postage Meter Will Soon be...USPS® Forced Meter Migration - How to Know if Your Postage Meter Will Soon be...
USPS® Forced Meter Migration - How to Know if Your Postage Meter Will Soon be...Postal Advocate Inc.
 

Recently uploaded (20)

How to do quick user assign in kanban in Odoo 17 ERP
How to do quick user assign in kanban in Odoo 17 ERPHow to do quick user assign in kanban in Odoo 17 ERP
How to do quick user assign in kanban in Odoo 17 ERP
 
What is Model Inheritance in Odoo 17 ERP
What is Model Inheritance in Odoo 17 ERPWhat is Model Inheritance in Odoo 17 ERP
What is Model Inheritance in Odoo 17 ERP
 
Keynote by Prof. Wurzer at Nordex about IP-design
Keynote by Prof. Wurzer at Nordex about IP-designKeynote by Prof. Wurzer at Nordex about IP-design
Keynote by Prof. Wurzer at Nordex about IP-design
 
GRADE 4 - SUMMATIVE TEST QUARTER 4 ALL SUBJECTS
GRADE 4 - SUMMATIVE TEST QUARTER 4 ALL SUBJECTSGRADE 4 - SUMMATIVE TEST QUARTER 4 ALL SUBJECTS
GRADE 4 - SUMMATIVE TEST QUARTER 4 ALL SUBJECTS
 
Global Lehigh Strategic Initiatives (without descriptions)
Global Lehigh Strategic Initiatives (without descriptions)Global Lehigh Strategic Initiatives (without descriptions)
Global Lehigh Strategic Initiatives (without descriptions)
 
Full Stack Web Development Course for Beginners
Full Stack Web Development Course  for BeginnersFull Stack Web Development Course  for Beginners
Full Stack Web Development Course for Beginners
 
Visit to a blind student's school🧑‍🦯🧑‍🦯(community medicine)
Visit to a blind student's school🧑‍🦯🧑‍🦯(community medicine)Visit to a blind student's school🧑‍🦯🧑‍🦯(community medicine)
Visit to a blind student's school🧑‍🦯🧑‍🦯(community medicine)
 
Difference Between Search & Browse Methods in Odoo 17
Difference Between Search & Browse Methods in Odoo 17Difference Between Search & Browse Methods in Odoo 17
Difference Between Search & Browse Methods in Odoo 17
 
ENG 5 Q4 WEEk 1 DAY 1 Restate sentences heard in one’s own words. Use appropr...
ENG 5 Q4 WEEk 1 DAY 1 Restate sentences heard in one’s own words. Use appropr...ENG 5 Q4 WEEk 1 DAY 1 Restate sentences heard in one’s own words. Use appropr...
ENG 5 Q4 WEEk 1 DAY 1 Restate sentences heard in one’s own words. Use appropr...
 
Daily Lesson Plan in Mathematics Quarter 4
Daily Lesson Plan in Mathematics Quarter 4Daily Lesson Plan in Mathematics Quarter 4
Daily Lesson Plan in Mathematics Quarter 4
 
MULTIDISCIPLINRY NATURE OF THE ENVIRONMENTAL STUDIES.pptx
MULTIDISCIPLINRY NATURE OF THE ENVIRONMENTAL STUDIES.pptxMULTIDISCIPLINRY NATURE OF THE ENVIRONMENTAL STUDIES.pptx
MULTIDISCIPLINRY NATURE OF THE ENVIRONMENTAL STUDIES.pptx
 
4.18.24 Movement Legacies, Reflection, and Review.pptx
4.18.24 Movement Legacies, Reflection, and Review.pptx4.18.24 Movement Legacies, Reflection, and Review.pptx
4.18.24 Movement Legacies, Reflection, and Review.pptx
 
Transaction Management in Database Management System
Transaction Management in Database Management SystemTransaction Management in Database Management System
Transaction Management in Database Management System
 
ICS2208 Lecture6 Notes for SL spaces.pdf
ICS2208 Lecture6 Notes for SL spaces.pdfICS2208 Lecture6 Notes for SL spaces.pdf
ICS2208 Lecture6 Notes for SL spaces.pdf
 
How to Add Barcode on PDF Report in Odoo 17
How to Add Barcode on PDF Report in Odoo 17How to Add Barcode on PDF Report in Odoo 17
How to Add Barcode on PDF Report in Odoo 17
 
Music 9 - 4th quarter - Vocal Music of the Romantic Period.pptx
Music 9 - 4th quarter - Vocal Music of the Romantic Period.pptxMusic 9 - 4th quarter - Vocal Music of the Romantic Period.pptx
Music 9 - 4th quarter - Vocal Music of the Romantic Period.pptx
 
Earth Day Presentation wow hello nice great
Earth Day Presentation wow hello nice greatEarth Day Presentation wow hello nice great
Earth Day Presentation wow hello nice great
 
Inclusivity Essentials_ Creating Accessible Websites for Nonprofits .pdf
Inclusivity Essentials_ Creating Accessible Websites for Nonprofits .pdfInclusivity Essentials_ Creating Accessible Websites for Nonprofits .pdf
Inclusivity Essentials_ Creating Accessible Websites for Nonprofits .pdf
 
USPS® Forced Meter Migration - How to Know if Your Postage Meter Will Soon be...
USPS® Forced Meter Migration - How to Know if Your Postage Meter Will Soon be...USPS® Forced Meter Migration - How to Know if Your Postage Meter Will Soon be...
USPS® Forced Meter Migration - How to Know if Your Postage Meter Will Soon be...
 
LEFT_ON_C'N_ PRELIMS_EL_DORADO_2024.pptx
LEFT_ON_C'N_ PRELIMS_EL_DORADO_2024.pptxLEFT_ON_C'N_ PRELIMS_EL_DORADO_2024.pptx
LEFT_ON_C'N_ PRELIMS_EL_DORADO_2024.pptx
 

Module 10 Topic 2 factoring trinomials part 1

  • 1. Factoring Trinomials Module 10 - Topic 2 Part 1
  • 2. Standard Form of a Trinomial Standard form for a trinomial is: 2 ax + bx + c
  • 3. Standard Form of a Trinomial Standard form for a trinomial is: 2 ax + bx + c Such as
  • 4. Standard Form of a Trinomial Standard form for a trinomial is: 2 ax + bx + c Such as (A) 2 3x + 2x + 9
  • 5. Standard Form of a Trinomial Standard form for a trinomial is: 2 ax + bx + c Such as (A) 2 3x + 2x + 9 2 (B) 2t − 5t + 7
  • 6. Standard Form of a Trinomial Standard form for a trinomial is: 2 ax + bx + c Such as (A) 2 3x + 2x + 9 2 (B) 2t − 5t + 7 2 (C) d + 4d − 1 Notice the variable doesn’t have to be x.
  • 7. Identifying Parts of a Trinomial 2 ax + bx + c Such as 2 3x + 2x + 9
  • 8. Identifying Parts of a Trinomial 2 ax + bx + c Such as 2 3x + 2x + 9 a=3 b=2 c=9
  • 9. Identifying Parts of a Trinomial 2 ax + bx + c Such as 2 2 3x + 2x + 9 2t − 5t + 7 a=3 b=2 c=9
  • 10. Identifying Parts of a Trinomial 2 ax + bx + c Such as 2 2 3x + 2x + 9 2t − 5t + 7 a=3 a=2 b=2 b = −5 c=9 c=7
  • 11. Identifying Parts of a Trinomial 2 ax + bx + c Such as 2 2 2 3x + 2x + 9 2t − 5t + 7 d + 4d − 1 a=3 a=2 b=2 b = −5 c=9 c=7
  • 12. Identifying Parts of a Trinomial 2 ax + bx + c Such as 2 2 2 3x + 2x + 9 2t − 5t + 7 d + 4d − 1 a=3 a=2 a =1 b=2 b = −5 b=4 c=9 c=7 c = −1
  • 13. Multiplying Binomials Review Recall that multiplying 2 binomials resulted in a trinomial.
  • 14. Multiplying Binomials Review Recall that multiplying 2 binomials resulted in a trinomial. Such as: ( 2x + 3) ( x + 5 ) = 2x 2 + 13x + 15
  • 15. Multiplying Binomials Review Recall that multiplying 2 binomials resulted in a trinomial. Such as: ( 2x + 3) ( x + 5 ) = 2x 2 + 13x + 15 Given the result, the 2 binomial factors are not apparent but sometimes you want to find the binomial factors.
  • 16. Factoring Trinomials when a > 1 Watch a 4 minute video to learn the box method for factoring trinomials. This method can be applied to all factorable trinomials (and some binomials!).
  • 17. More Factoring... In the previous example all terms were positive but this isn’t always the case.
  • 18. More Factoring... In the previous example all terms were positive but this isn’t always the case. Sometimes b, c, or b & c are negative. Such as:
  • 19. More Factoring... In the previous example all terms were positive but this isn’t always the case. Sometimes b, c, or b & c are negative. Such as: 2 2x + 7x − 15
  • 20. More Factoring... In the previous example all terms were positive but this isn’t always the case. Sometimes b, c, or b & c are negative. Such as: 2 2x + 7x − 15 2 or 12x − 11x + 2
  • 21. More Factoring... In the previous example all terms were positive but this isn’t always the case. Sometimes b, c, or b & c are negative. Such as: 2 2x + 7x − 15 2 or 12x − 11x + 2 2 or 30x − 11x − 14
  • 22. More Factoring... In the previous example all terms were positive but this isn’t always the case. Sometimes b, c, or b & c are negative. Such as: 2 2x + 7x − 15 2 or 12x − 11x + 2 2 or 30x − 11x − 14 Watch this 4 minute video to learn how to factor using boxes when b is negative.
  • 23. Gizmo Practice Activity Please log into Explore Learning website using the username and password given to you AND found in the support documents. Search for the "Modeling the Factorization of 2 ax +bx+c" Gizmo and launch the Gizmo. After you have completed at least 5 Gizmo problems, scroll down to the Assessment Questions and complete the 4 multiple choice problems. Pronto or message me if you have questions.
  • 24. Factoring Practice Try these Cool Math problems to practice factoring trinomials when a > 1. Keep working until you get 3 in a row correct without a hint! Select “Give me a Problem” to keep trying problems. After completing your work in a notebook, select “What’s the Answer?” to compare your answer with the correct answer. Message or Pronto me if you need help!
  • 25. Great Job! You’ve finished reviewing Factoring when a > 1. Exit and proceed to Factoring Trinomials Part 2.

Editor's Notes