Suche senden
Hochladen
Mat 092 section 12.4 adding and subtracting polynomials
•
Als PPTX, PDF herunterladen
•
0 gefällt mir
•
215 views
G
GlenSchlee
Folgen
Section 12.4 Adding and Subtracting Polynomials
Weniger lesen
Mehr lesen
Bildung
Melden
Teilen
Melden
Teilen
1 von 19
Jetzt herunterladen
Empfohlen
Section 12.5 multiplying polynomials
Section 12.5 multiplying polynomials
GlenSchlee
17.5 introduction to functions
17.5 introduction to functions
GlenSchlee
10.3 more on solving linear equations
10.3 more on solving linear equations
GlenSchlee
Section 14.4 adding and subtracting rational expressions
Section 14.4 adding and subtracting rational expressions
GlenSchlee
Section 14.6 solving equations with rational expressions
Section 14.6 solving equations with rational expressions
GlenSchlee
Section 14.1 The fundamental property of rational expressions
Section 14.1 The fundamental property of rational expressions
GlenSchlee
Section 14.3 Least common denominators
Section 14.3 Least common denominators
GlenSchlee
Section 14.2 multiplying and dividing rational expressions
Section 14.2 multiplying and dividing rational expressions
GlenSchlee
Empfohlen
Section 12.5 multiplying polynomials
Section 12.5 multiplying polynomials
GlenSchlee
17.5 introduction to functions
17.5 introduction to functions
GlenSchlee
10.3 more on solving linear equations
10.3 more on solving linear equations
GlenSchlee
Section 14.4 adding and subtracting rational expressions
Section 14.4 adding and subtracting rational expressions
GlenSchlee
Section 14.6 solving equations with rational expressions
Section 14.6 solving equations with rational expressions
GlenSchlee
Section 14.1 The fundamental property of rational expressions
Section 14.1 The fundamental property of rational expressions
GlenSchlee
Section 14.3 Least common denominators
Section 14.3 Least common denominators
GlenSchlee
Section 14.2 multiplying and dividing rational expressions
Section 14.2 multiplying and dividing rational expressions
GlenSchlee
Section 13.6 solving quadratic equations using the zero-factor property
Section 13.6 solving quadratic equations using the zero-factor property
GlenSchlee
Ma3bfet par 10.2 30 julie 2015
Ma3bfet par 10.2 30 julie 2015
Ndumiso Buthelezi
Lecture 12 sections 4.5 logarithmic equations
Lecture 12 sections 4.5 logarithmic equations
njit-ronbrown
Section 13.5 special factoing techniques
Section 13.5 special factoing techniques
GlenSchlee
Str8ts Weekly Extreme #36 - Solution
Str8ts Weekly Extreme #36 - Solution
SlowThinker
Class 5 - Set Theory and Venn Diagrams
Class 5 - Set Theory and Venn Diagrams
Stephen Parsons
Bt0063 mathemetics for it
Bt0063 mathemetics for it
smumbahelp
Cost function
Cost function
ICAB
Lesson 28: The Fundamental Theorem of Calculus
Lesson 28: The Fundamental Theorem of Calculus
Matthew Leingang
Sec 3 E Maths Notes Coordinate Geometry
Sec 3 E Maths Notes Coordinate Geometry
Math Academy Singapore
5.1 writing linear equations day 1
5.1 writing linear equations day 1
bweldon
Solving for y
Solving for y
chrystal_brinson
Expression Notes
Expression Notes
bujols
Sequences
Sequences
visakh222
Darmon Points for fields of mixed signature
Darmon Points for fields of mixed signature
mmasdeu
Methods of writing sets
Methods of writing sets
VaibhvZade
Bt0069 discrete mathematics
Bt0069 discrete mathematics
smumbahelp
Pat05 ppt 0201
Pat05 ppt 0201
wzuri
The Properties of Mathematics
The Properties of Mathematics
arinedge
Functions 2
Functions 2
Tyler Murphy
Section 12.8 dividing a polynomial by a polynomial
Section 12.8 dividing a polynomial by a polynomial
GlenSchlee
Section 13.3 factoing trinomials by grouping
Section 13.3 factoing trinomials by grouping
GlenSchlee
Weitere ähnliche Inhalte
Was ist angesagt?
Section 13.6 solving quadratic equations using the zero-factor property
Section 13.6 solving quadratic equations using the zero-factor property
GlenSchlee
Ma3bfet par 10.2 30 julie 2015
Ma3bfet par 10.2 30 julie 2015
Ndumiso Buthelezi
Lecture 12 sections 4.5 logarithmic equations
Lecture 12 sections 4.5 logarithmic equations
njit-ronbrown
Section 13.5 special factoing techniques
Section 13.5 special factoing techniques
GlenSchlee
Str8ts Weekly Extreme #36 - Solution
Str8ts Weekly Extreme #36 - Solution
SlowThinker
Class 5 - Set Theory and Venn Diagrams
Class 5 - Set Theory and Venn Diagrams
Stephen Parsons
Bt0063 mathemetics for it
Bt0063 mathemetics for it
smumbahelp
Cost function
Cost function
ICAB
Lesson 28: The Fundamental Theorem of Calculus
Lesson 28: The Fundamental Theorem of Calculus
Matthew Leingang
Sec 3 E Maths Notes Coordinate Geometry
Sec 3 E Maths Notes Coordinate Geometry
Math Academy Singapore
5.1 writing linear equations day 1
5.1 writing linear equations day 1
bweldon
Solving for y
Solving for y
chrystal_brinson
Expression Notes
Expression Notes
bujols
Sequences
Sequences
visakh222
Darmon Points for fields of mixed signature
Darmon Points for fields of mixed signature
mmasdeu
Methods of writing sets
Methods of writing sets
VaibhvZade
Bt0069 discrete mathematics
Bt0069 discrete mathematics
smumbahelp
Pat05 ppt 0201
Pat05 ppt 0201
wzuri
The Properties of Mathematics
The Properties of Mathematics
arinedge
Functions 2
Functions 2
Tyler Murphy
Was ist angesagt?
(20)
Section 13.6 solving quadratic equations using the zero-factor property
Section 13.6 solving quadratic equations using the zero-factor property
Ma3bfet par 10.2 30 julie 2015
Ma3bfet par 10.2 30 julie 2015
Lecture 12 sections 4.5 logarithmic equations
Lecture 12 sections 4.5 logarithmic equations
Section 13.5 special factoing techniques
Section 13.5 special factoing techniques
Str8ts Weekly Extreme #36 - Solution
Str8ts Weekly Extreme #36 - Solution
Class 5 - Set Theory and Venn Diagrams
Class 5 - Set Theory and Venn Diagrams
Bt0063 mathemetics for it
Bt0063 mathemetics for it
Cost function
Cost function
Lesson 28: The Fundamental Theorem of Calculus
Lesson 28: The Fundamental Theorem of Calculus
Sec 3 E Maths Notes Coordinate Geometry
Sec 3 E Maths Notes Coordinate Geometry
5.1 writing linear equations day 1
5.1 writing linear equations day 1
Solving for y
Solving for y
Expression Notes
Expression Notes
Sequences
Sequences
Darmon Points for fields of mixed signature
Darmon Points for fields of mixed signature
Methods of writing sets
Methods of writing sets
Bt0069 discrete mathematics
Bt0069 discrete mathematics
Pat05 ppt 0201
Pat05 ppt 0201
The Properties of Mathematics
The Properties of Mathematics
Functions 2
Functions 2
Ähnlich wie Mat 092 section 12.4 adding and subtracting polynomials
Section 12.8 dividing a polynomial by a polynomial
Section 12.8 dividing a polynomial by a polynomial
GlenSchlee
Section 13.3 factoing trinomials by grouping
Section 13.3 factoing trinomials by grouping
GlenSchlee
Section 13.1 greatest common factor; factoring by grouping
Section 13.1 greatest common factor; factoring by grouping
GlenSchlee
Section 12.6 special products
Section 12.6 special products
GlenSchlee
Section 13.4 factoring trinomials using the foil method
Section 13.4 factoring trinomials using the foil method
GlenSchlee
Section 13.4 factoring trinomials using the foil method
Section 13.4 factoring trinomials using the foil method
GlenSchlee
10.5 formulas and applications from geometry
10.5 formulas and applications from geometry
GlenSchlee
Mat 092 section 12.2 integer exponents
Mat 092 section 12.2 integer exponents
GlenSchlee
10.6 solving linear inequalities
10.6 solving linear inequalities
GlenSchlee
Mat 092 section 12.1 the power and product rules for exponents
Mat 092 section 12.1 the power and product rules for exponents
GlenSchlee
Pat05 ppt 0105
Pat05 ppt 0105
wzuri
Unit .6
Unit .6
Mark Ryder
end behavior.....pdf
end behavior.....pdf
LunaLedezma3
Special topics about stocks and bonds using algebra
Special topics about stocks and bonds using algebra
RomualdoDayrit1
1.3 1.7
1.3 1.7
cinderellabre
Section 13.2 factoring trinomials
Section 13.2 factoring trinomials
GlenSchlee
Section 4.1 polynomial functions and models
Section 4.1 polynomial functions and models
Wong Hsiung
(7) Lesson 5.4 - The Distributive Property
(7) Lesson 5.4 - The Distributive Property
wzuri
Module For Mathematics
Module For Mathematics
jrbt2014
Chapter 5 sets & counting
Chapter 5 sets & counting
sarkissk
Ähnlich wie Mat 092 section 12.4 adding and subtracting polynomials
(20)
Section 12.8 dividing a polynomial by a polynomial
Section 12.8 dividing a polynomial by a polynomial
Section 13.3 factoing trinomials by grouping
Section 13.3 factoing trinomials by grouping
Section 13.1 greatest common factor; factoring by grouping
Section 13.1 greatest common factor; factoring by grouping
Section 12.6 special products
Section 12.6 special products
Section 13.4 factoring trinomials using the foil method
Section 13.4 factoring trinomials using the foil method
Section 13.4 factoring trinomials using the foil method
Section 13.4 factoring trinomials using the foil method
10.5 formulas and applications from geometry
10.5 formulas and applications from geometry
Mat 092 section 12.2 integer exponents
Mat 092 section 12.2 integer exponents
10.6 solving linear inequalities
10.6 solving linear inequalities
Mat 092 section 12.1 the power and product rules for exponents
Mat 092 section 12.1 the power and product rules for exponents
Pat05 ppt 0105
Pat05 ppt 0105
Unit .6
Unit .6
end behavior.....pdf
end behavior.....pdf
Special topics about stocks and bonds using algebra
Special topics about stocks and bonds using algebra
1.3 1.7
1.3 1.7
Section 13.2 factoring trinomials
Section 13.2 factoring trinomials
Section 4.1 polynomial functions and models
Section 4.1 polynomial functions and models
(7) Lesson 5.4 - The Distributive Property
(7) Lesson 5.4 - The Distributive Property
Module For Mathematics
Module For Mathematics
Chapter 5 sets & counting
Chapter 5 sets & counting
Mehr von GlenSchlee
Mat221 5.6 definite integral substitutions and the area between two curves
Mat221 5.6 definite integral substitutions and the area between two curves
GlenSchlee
Section 14.8 variation
Section 14.8 variation
GlenSchlee
Mat 092 section 12.3 scientific notation
Mat 092 section 12.3 scientific notation
GlenSchlee
15.3 solving systems of equations by elimination
15.3 solving systems of equations by elimination
GlenSchlee
15.2 solving systems of equations by substitution
15.2 solving systems of equations by substitution
GlenSchlee
15.1 solving systems of equations by graphing
15.1 solving systems of equations by graphing
GlenSchlee
11.6 graphing linear inequalities in two variables
11.6 graphing linear inequalities in two variables
GlenSchlee
11.5 point slope form of a linear equation
11.5 point slope form of a linear equation
GlenSchlee
11.4 slope intercept form of a linear equation
11.4 slope intercept form of a linear equation
GlenSchlee
11.3 slope of a line
11.3 slope of a line
GlenSchlee
11.2 graphing linear equations in two variables
11.2 graphing linear equations in two variables
GlenSchlee
11.1 linear equations in two variables
11.1 linear equations in two variables
GlenSchlee
Mehr von GlenSchlee
(12)
Mat221 5.6 definite integral substitutions and the area between two curves
Mat221 5.6 definite integral substitutions and the area between two curves
Section 14.8 variation
Section 14.8 variation
Mat 092 section 12.3 scientific notation
Mat 092 section 12.3 scientific notation
15.3 solving systems of equations by elimination
15.3 solving systems of equations by elimination
15.2 solving systems of equations by substitution
15.2 solving systems of equations by substitution
15.1 solving systems of equations by graphing
15.1 solving systems of equations by graphing
11.6 graphing linear inequalities in two variables
11.6 graphing linear inequalities in two variables
11.5 point slope form of a linear equation
11.5 point slope form of a linear equation
11.4 slope intercept form of a linear equation
11.4 slope intercept form of a linear equation
11.3 slope of a line
11.3 slope of a line
11.2 graphing linear equations in two variables
11.2 graphing linear equations in two variables
11.1 linear equations in two variables
11.1 linear equations in two variables
Kürzlich hochgeladen
Call Girls in Dwarka Mor Delhi Contact Us 9654467111
Call Girls in Dwarka Mor Delhi Contact Us 9654467111
Sapana Sha
Staff of Color (SOC) Retention Efforts DDSD
Staff of Color (SOC) Retention Efforts DDSD
David Douglas School District
Kisan Call Centre - To harness potential of ICT in Agriculture by answer farm...
Kisan Call Centre - To harness potential of ICT in Agriculture by answer farm...
Krashi Coaching
CARE OF CHILD IN INCUBATOR..........pptx
CARE OF CHILD IN INCUBATOR..........pptx
GaneshChakor2
18-04-UA_REPORT_MEDIALITERAСY_INDEX-DM_23-1-final-eng.pdf
18-04-UA_REPORT_MEDIALITERAСY_INDEX-DM_23-1-final-eng.pdf
ssuser54595a
Nutritional Needs Presentation - HLTH 104
Nutritional Needs Presentation - HLTH 104
misteraugie
Privatization and Disinvestment - Meaning, Objectives, Advantages and Disadva...
Privatization and Disinvestment - Meaning, Objectives, Advantages and Disadva...
RKavithamani
Mastering the Unannounced Regulatory Inspection
Mastering the Unannounced Regulatory Inspection
SafetyChain Software
Código Creativo y Arte de Software | Unidad 1
Código Creativo y Arte de Software | Unidad 1
Maestría en Comunicación Digital Interactiva - UNR
Z Score,T Score, Percential Rank and Box Plot Graph
Z Score,T Score, Percential Rank and Box Plot Graph
Thiyagu K
Separation of Lanthanides/ Lanthanides and Actinides
Separation of Lanthanides/ Lanthanides and Actinides
FatimaKhan178732
Software Engineering Methodologies (overview)
Software Engineering Methodologies (overview)
eniolaolutunde
Interactive Powerpoint_How to Master effective communication
Interactive Powerpoint_How to Master effective communication
nomboosow
Sanyam Choudhary Chemistry practical.pdf
Sanyam Choudhary Chemistry practical.pdf
sanyamsingh5019
Advanced Views - Calendar View in Odoo 17
Advanced Views - Calendar View in Odoo 17
Celine George
POINT- BIOCHEMISTRY SEM 2 ENZYMES UNIT 5.pptx
POINT- BIOCHEMISTRY SEM 2 ENZYMES UNIT 5.pptx
Sayali Powar
The basics of sentences session 2pptx copy.pptx
The basics of sentences session 2pptx copy.pptx
heathfieldcps1
A Critique of the Proposed National Education Policy Reform
A Critique of the Proposed National Education Policy Reform
Chameera Dedduwage
mini mental status format.docx
mini mental status format.docx
PoojaSen20
TataKelola dan KamSiber Kecerdasan Buatan v022.pdf
TataKelola dan KamSiber Kecerdasan Buatan v022.pdf
Sarwono Sutikno, Dr.Eng.,CISA,CISSP,CISM,CSX-F
Kürzlich hochgeladen
(20)
Call Girls in Dwarka Mor Delhi Contact Us 9654467111
Call Girls in Dwarka Mor Delhi Contact Us 9654467111
Staff of Color (SOC) Retention Efforts DDSD
Staff of Color (SOC) Retention Efforts DDSD
Kisan Call Centre - To harness potential of ICT in Agriculture by answer farm...
Kisan Call Centre - To harness potential of ICT in Agriculture by answer farm...
CARE OF CHILD IN INCUBATOR..........pptx
CARE OF CHILD IN INCUBATOR..........pptx
18-04-UA_REPORT_MEDIALITERAСY_INDEX-DM_23-1-final-eng.pdf
18-04-UA_REPORT_MEDIALITERAСY_INDEX-DM_23-1-final-eng.pdf
Nutritional Needs Presentation - HLTH 104
Nutritional Needs Presentation - HLTH 104
Privatization and Disinvestment - Meaning, Objectives, Advantages and Disadva...
Privatization and Disinvestment - Meaning, Objectives, Advantages and Disadva...
Mastering the Unannounced Regulatory Inspection
Mastering the Unannounced Regulatory Inspection
Código Creativo y Arte de Software | Unidad 1
Código Creativo y Arte de Software | Unidad 1
Z Score,T Score, Percential Rank and Box Plot Graph
Z Score,T Score, Percential Rank and Box Plot Graph
Separation of Lanthanides/ Lanthanides and Actinides
Separation of Lanthanides/ Lanthanides and Actinides
Software Engineering Methodologies (overview)
Software Engineering Methodologies (overview)
Interactive Powerpoint_How to Master effective communication
Interactive Powerpoint_How to Master effective communication
Sanyam Choudhary Chemistry practical.pdf
Sanyam Choudhary Chemistry practical.pdf
Advanced Views - Calendar View in Odoo 17
Advanced Views - Calendar View in Odoo 17
POINT- BIOCHEMISTRY SEM 2 ENZYMES UNIT 5.pptx
POINT- BIOCHEMISTRY SEM 2 ENZYMES UNIT 5.pptx
The basics of sentences session 2pptx copy.pptx
The basics of sentences session 2pptx copy.pptx
A Critique of the Proposed National Education Policy Reform
A Critique of the Proposed National Education Policy Reform
mini mental status format.docx
mini mental status format.docx
TataKelola dan KamSiber Kecerdasan Buatan v022.pdf
TataKelola dan KamSiber Kecerdasan Buatan v022.pdf
Mat 092 section 12.4 adding and subtracting polynomials
1.
Slide - 1Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G 2 Exponents and Polynomials 12
2.
Slide - 2Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G 1. Identify terms and coefficients. 2. Combine like terms. 3. Know the vocabulary for polynomials. 4. Evaluate polynomials. 5. Add polynomials. 6. Subtract polynomials. 7. Add and subtract polynomials with more than one variable. Objectives 12.4 Adding and Subtracting Polynomials
3.
Slide - 3Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Combining Like Terms (a) –3 x + 7 x5 5 = (–3 + 7) x5 = 4 x5 = (2 + 5 – 1) n 3 = 6 n 3 (b) 2 n + 5 n – n3 3 3 Distributive property Example Simplify each expression by adding like terms. Distributive property
4.
Slide - 4Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Combining Like Terms (c) 4 g h – 9 g h + 2 g h7 7 74 4 4 = (4 – 9 + 2) g h7 4 = – 3 g h7 4 Example (cont) Simplify each expression by adding like terms. Distributive property
5.
Slide - 5Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Example Simplify each polynomial if possible. Then give the degree and tell whether the polynomial is a monomial, a binomial, a trinomial, or none of these. Classifying Polynomials (a) 2 t + 74 The polynomial cannot be simplified. The degree is 4. The polynomial is a binomial. The polynomial can be simplified. The degree is 2. The simplified polynomial is a monomial. (b) 3 e + 5 e – 9 e2 2 2 = – e 2 Two terms. One term.
6.
Slide - 6Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Evaluating a Polynomial Substitute h = –3. Example (a) Find the value of 5h4 – 3h2 + 4h + 7 when h = –3. Apply the exponents. Multiply. Add and subtract. 4 2 5 3 4 7h h h 4 2 3 3 4 35 3 7 5 81 3 9 4 3 7 405 27 12 7 373
7.
Slide - 7Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Evaluating a Polynomial Substitute h = 2. Example (cont) (b) Find the value of 5h4 – 3h2 + 4h + 7 when h = 2. Apply the exponents. Multiply. Add and subtract. 4 2 5 3 4 7h h h 4 2 2 25 3 4 72 5 16 3 4 4 2 7 80 12 8 7 83
8.
Slide - 8Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Add Polynomials Adding Polynomials To add two polynomials, combine (add) like terms.
9.
Slide - 9Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Add Polynomials Example 8y – 7y – y + 33 2 6y + 2y – 4y + 13 2 + 4– 5y14y 3 2– 5y Write like terms in columns. Now add, column by column. 3 2 3 2 (a) Add 8 7 3 and 6 2 4 1.y y y y y y
10.
Slide - 10Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Add Polynomials + 12– 7n7n 3 2+ n Write like terms in columns. Now add, column by column. n – 9n + 122 7n 3 + 2n Example (cont) 3 2 (b) Add 7 2 and 9 12.n n n n
11.
Slide - 11Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Add Polynomials – 3n4 – 15n 3 + 6= Example 4 3 4 3 (a) Add 2 7 4 and 5 8 10.n n n n ( 2n – 7n – 4 ) + ( – 5n – 8n + 10 )4 3 4 3
12.
Slide - 12Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Add Polynomials 7p 3 – 4p – 5= 3 Example (cont) 3 (b) Add 7 9 4 and 5 1.p p p ( 7p – 9p – 4 ) + ( 5p – 1 )
13.
Slide - 13Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Subtract Polynomials Subtracting Polynomials To subtract two polynomials, change all the signs of the second polynomial and add the result to the minuend (first polynomial).
14.
Slide - 14Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Subtract Polynomials ( 3x – 5 ) – ( 6x – 4 ) Change the signs in the second polynomial and add. – 3x= – 1 Example (a) Perform the subtraction 3 5 6 4 .x x = ( 3x – 5 ) + ( – 6x + 4 )
15.
Slide - 15Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Subtract Polynomials Change the signs in the second polynomial and add. = ( 7y + 8 ) – ( y + 4y – 2 )3 3 2 6y 3 – 4y2 + 10 Write the problem. Example (cont) 3 2 3 (b) Subtract 4 2 from 7 8.y y y = ( 7y + 8 ) + ( – y – 4y + 2 )3 3 2
16.
Slide - 16Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Subtract Polynomials Arrange like terms in columns. 4g + 6g – g – 54 3 – 6g + 2g – 4g + 34 3 6g – 2g + 4g – 34 3 4g + 6g – g – 54 3 Change all signs in the second row, then add. + 4g3 + 3g – 810g 4 Example 4 3 4 3 Subtract by columns: 4g 6 5 6g 2 4 3 . g g g g
17.
Slide - 17Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Subtract Polynomials Example Perform the indicated operations to simplify the expression. Rewrite, changing the subtraction to adding the opposite. Combine like terms. 5= – 8m 2+ 15m ( 2 – 3m + 5m ) + ( – 6 – 4m + 7m ) + ( 9 – m + 3m )2 2 2 = ( 2 – 3m + 5m ) – ( 6 + 4m – 7m ) + ( 9 – m + 3m ).2 2 2
18.
Slide - 18Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Add and Subtract Multivariable Polynomials Example (a) Add or subtract as indicated. = 9c + 7cd – 3d ( 6c – 2cd + d ) + ( 3c + 9cd – 4d )
19.
Slide - 19Copyright
© 2018, 2014, 2010 Pearson Education Inc.A L W A Y S L E A R N I N G Add and Subtract Multivariable Polynomials Example (cont) (b) Add or subtract as indicated. – ab ( 2a b – 4ab + b ) – ( 5a b – 3ab + 7b )2 2 2 2 2 2 2 2 = – 3a b2 – 6b 2 = 2a b – 4ab + b – 5a b + 3ab – 7b
Jetzt herunterladen