SlideShare une entreprise Scribd logo
1  sur  45
Unit 3 - Homework 2
     Solving 1-Step Equations
Solving Equations
Solving means to get the variable alone.
Think OPPOSITE SIDE = OPPOSITE
OPERATION
Solve for x.
x+3= 5
Solve for x.
               Circle the term with the
x+3= 5         variable you need to isolate.
Solve for x.
               Circle the term with the
x+3= 5         variable you need to isolate.
Solve for x.
               Circle the term with the
x+3= 5         variable you need to isolate.
               Anything outside the circle
               needs to move to the other
               side by doing the opposite
               operation.
Solve for x.
               Circle the term with the
x+3= 5         variable you need to isolate.
               Anything outside the circle
               needs to move to the other
               side by doing the opposite
               operation.
               Opposite of addition is
               Subtraction.
Solve for x.
               Circle the term with the
x+3= 5         variable you need to isolate.
 −3 −3         Anything outside the circle
               needs to move to the other
               side by doing the opposite
               operation.
               Opposite of addition is
               Subtraction.
Solve for x.
               Circle the term with the
x+3= 5         variable you need to isolate.
 −3 −3         Anything outside the circle
               needs to move to the other
               side by doing the opposite
  x=2          operation.
               Opposite of addition is
               Subtraction.
Solve for x.
               Circle the term with the
x+3= 5         variable you need to isolate.
 −3 −3         Anything outside the circle
               needs to move to the other
               side by doing the opposite
  x=2          operation.
               Opposite of addition is
               Subtraction.
               x is alone so you are done.
Solve for x.
x − 8 = −2
Solve for x.
                Circle the term with the
x − 8 = −2      variable you need to
                isolate.
Solve for x.
                Circle the term with the
x − 8 = −2      variable you need to
                isolate.
Solve for x.
                Circle the term with the
x − 8 = −2      variable you need to
                isolate.
                Move 8 by opposite
                operation.
Solve for x.
                Circle the term with the
x − 8 = −2      variable you need to
                isolate.
                Move 8 by opposite
                operation.
                Opposite of subtraction is
                addition.
Solve for x.
                Circle the term with the
x − 8 = −2      variable you need to
  +8 +8         isolate.
                Move 8 by opposite
                operation.
                Opposite of subtraction is
                addition.
Solve for x.
                Circle the term with the
x − 8 = −2      variable you need to
  +8 +8         isolate.
                Move 8 by opposite
   x=6          operation.
                Opposite of subtraction is
                addition.
Solve for x.
                Circle the term with the
x − 8 = −2      variable you need to
  +8 +8         isolate.
                Move 8 by opposite
   x=6          operation.
                Opposite of subtraction is
                addition.
                x is alone so you are done.
Solve for x.
−3x = −8
Solve for x.
               Circle the term with the
−3x = −8       variable you need to isolate.
Solve for x.
               Circle the term with the
−3x = −8       variable you need to isolate.
Solve for x.
               Circle the term with the
−3x = −8       variable you need to isolate.
               There is nothing outside
               the circle so look inside
               now.
Solve for x.
               Circle the term with the
−3x = −8       variable you need to isolate.
               There is nothing outside
               the circle so look inside
               now.
               Opposite of multiplication is
               division.
Solve for x.
               Circle the term with the
−3x = −8       variable you need to isolate.

 − 3 −3        There is nothing outside
               the circle so look inside
               now.
               Opposite of multiplication is
               division.
Solve for x.
               Circle the term with the
−3x = −8       variable you need to isolate.

 − 3 −3        There is nothing outside
               the circle so look inside
     8         now.
  x=           Opposite of multiplication is
     3         division.
Solve for x.
               Circle the term with the
−3x = −8       variable you need to isolate.

 − 3 −3        There is nothing outside
               the circle so look inside
     8         now.
  x=           Opposite of multiplication is
     3         division.
               x is alone so you are done.
Solve for x.
 x
   =7
 5
Solve for x.
 x             Circle the term with the
   =7          variable you need to
 5             isolate.
Solve for x.
 x             Circle the term with the
   =7          variable you need to
 5             isolate.
Solve for x.
 x             Circle the term with the
   =7          variable you need to
 5             isolate.
               There is nothing outside
               the circle so look inside.
Solve for x.
 x             Circle the term with the
   =7          variable you need to
 5             isolate.
               There is nothing outside
               the circle so look inside.
               Opposite of division is
               multiplication.
Solve for x.
   x            Circle the term with the
5 ⋅ = 7⋅ 5      variable you need to
   5            isolate.
                There is nothing outside
                the circle so look inside.
                Opposite of division is
                multiplication.
Solve for x.
   x            Circle the term with the
5 ⋅ = 7⋅ 5      variable you need to
   5            isolate.
                There is nothing outside
   x = 35       the circle so look inside.
                Opposite of division is
                multiplication.
Solve for x.
   x            Circle the term with the
5 ⋅ = 7⋅ 5      variable you need to
   5            isolate.
                There is nothing outside
   x = 35       the circle so look inside.
                Opposite of division is
                multiplication.
                x is alone so you are done.
Solve for x.
7 − x = −1
Solve for x.
                Circle the term with the
7 − x = −1      variable you need to isolate.
Solve for x.
                Circle the term with the
7 − x = −1      variable you need to isolate.
Solve for x.
                Circle the term with the
7 − x = −1      variable you need to isolate.
                Anything outside the circle
                needs to move to the other
                side by doing the opposite
                operation.
Solve for x.
                Circle the term with the
7 − x = −1      variable you need to isolate.
                Anything outside the circle
                needs to move to the other
                side by doing the opposite
                operation.
                The 7 is positive so Subtract.
Solve for x.
                 Circle the term with the
 7 − x = −1      variable you need to isolate.

−7       −7      Anything outside the circle
                 needs to move to the other
                 side by doing the opposite
                 operation.
                 The 7 is positive so Subtract.
Solve for x.
                 Circle the term with the
 7 − x = −1      variable you need to isolate.

−7       −7      Anything outside the circle
                 needs to move to the other
   −x = −8       side by doing the opposite
                 operation.
                 The 7 is positive so Subtract.
Solve for x.
                 Circle the term with the
 7 − x = −1      variable you need to isolate.

−7       −7      Anything outside the circle
                 needs to move to the other
   −x = −8       side by doing the opposite
                 operation.
                 The 7 is positive so Subtract.
                 x is NOT alone. Divide by
                 negative one.
Solve for x.
                 Circle the term with the
 7 − x = −1      variable you need to isolate.

−7       −7      Anything outside the circle
                 needs to move to the other
   −x = −8       side by doing the opposite
                 operation.
    −1 −1        The 7 is positive so Subtract.
                 x is NOT alone. Divide by
                 negative one.
Solve for x.
                 Circle the term with the
 7 − x = −1      variable you need to isolate.

−7       −7      Anything outside the circle
                 needs to move to the other
   −x = −8       side by doing the opposite
                 operation.
    −1 −1        The 7 is positive so Subtract.
                 x is NOT alone. Divide by
     x=8         negative one.
Solve for x.
                 Circle the term with the
 7 − x = −1      variable you need to isolate.

−7       −7      Anything outside the circle
                 needs to move to the other
   −x = −8       side by doing the opposite
                 operation.
    −1 −1        The 7 is positive so Subtract.
                 x is NOT alone. Divide by
     x=8         negative one.
                 x is alone so you are done.

Contenu connexe

Similaire à Unit 3 hw 2 - solving 1 step equations

Solving One-Step Equations
Solving One-Step EquationsSolving One-Step Equations
Solving One-Step Equationsvanessadalton
 
Solving equations variable both sides
Solving equations variable both sidesSolving equations variable both sides
Solving equations variable both sidescarolinevest77
 
Algebra Tiles
Algebra TilesAlgebra Tiles
Algebra TilesMr. Hobbs
 
Literal Equations
Literal EquationsLiteral Equations
Literal EquationsDon Sevcik
 
Day 13 multi step equations
Day 13 multi step equationsDay 13 multi step equations
Day 13 multi step equationsErik Tjersland
 
Chapter 3. linear equation and linear equalities in one variables
Chapter 3. linear equation and linear equalities in one variablesChapter 3. linear equation and linear equalities in one variables
Chapter 3. linear equation and linear equalities in one variablesmonomath
 
Day 10 variables on both sides
Day 10 variables on both sidesDay 10 variables on both sides
Day 10 variables on both sidesErik Tjersland
 
Day 10 variables on both sides
Day 10 variables on both sidesDay 10 variables on both sides
Day 10 variables on both sidesErik Tjersland
 
5-11 Relating Multiplication and Division
5-11 Relating Multiplication and Division5-11 Relating Multiplication and Division
5-11 Relating Multiplication and DivisionRudy Alfonso
 
5-11 Relating Multiplication and Division
5-11 Relating Multiplication and Division5-11 Relating Multiplication and Division
5-11 Relating Multiplication and DivisionMel Anthony Pepito
 
Unit 1 1 algebra review
Unit 1 1 algebra reviewUnit 1 1 algebra review
Unit 1 1 algebra reviewjwallach
 
Algebra Review for General Chemistry Placement
Algebra Review for General Chemistry PlacementAlgebra Review for General Chemistry Placement
Algebra Review for General Chemistry Placementjwallach
 
Notes solving polynomials using synthetic division
Notes   solving polynomials using synthetic divisionNotes   solving polynomials using synthetic division
Notes solving polynomials using synthetic divisionLori Rapp
 
Sulalgtrig7e Isg 1 6
Sulalgtrig7e Isg 1 6Sulalgtrig7e Isg 1 6
Sulalgtrig7e Isg 1 6Joseph Eulo
 
Remainder & Factor Theorems
Remainder & Factor TheoremsRemainder & Factor Theorems
Remainder & Factor TheoremsLori Rapp
 
2.3 linear equations
2.3 linear equations2.3 linear equations
2.3 linear equationsfthrower
 
Test yourself unit 2 foundation as
Test yourself unit 2 foundation asTest yourself unit 2 foundation as
Test yourself unit 2 foundation asMrJames Kcc
 

Similaire à Unit 3 hw 2 - solving 1 step equations (20)

Solving One-Step Equations
Solving One-Step EquationsSolving One-Step Equations
Solving One-Step Equations
 
Solving equations variable both sides
Solving equations variable both sidesSolving equations variable both sides
Solving equations variable both sides
 
Algebra Tiles
Algebra TilesAlgebra Tiles
Algebra Tiles
 
Literal Equations
Literal EquationsLiteral Equations
Literal Equations
 
Day 13 multi step equations
Day 13 multi step equationsDay 13 multi step equations
Day 13 multi step equations
 
Solving Literal Equations
Solving Literal EquationsSolving Literal Equations
Solving Literal Equations
 
Chapter 3. linear equation and linear equalities in one variables
Chapter 3. linear equation and linear equalities in one variablesChapter 3. linear equation and linear equalities in one variables
Chapter 3. linear equation and linear equalities in one variables
 
Day 10 variables on both sides
Day 10 variables on both sidesDay 10 variables on both sides
Day 10 variables on both sides
 
Day 10 variables on both sides
Day 10 variables on both sidesDay 10 variables on both sides
Day 10 variables on both sides
 
5-11 Relating Multiplication and Division
5-11 Relating Multiplication and Division5-11 Relating Multiplication and Division
5-11 Relating Multiplication and Division
 
5-11 Relating Multiplication and Division
5-11 Relating Multiplication and Division5-11 Relating Multiplication and Division
5-11 Relating Multiplication and Division
 
Unit 1 1 algebra review
Unit 1 1 algebra reviewUnit 1 1 algebra review
Unit 1 1 algebra review
 
Algebra Review for General Chemistry Placement
Algebra Review for General Chemistry PlacementAlgebra Review for General Chemistry Placement
Algebra Review for General Chemistry Placement
 
Notes solving polynomials using synthetic division
Notes   solving polynomials using synthetic divisionNotes   solving polynomials using synthetic division
Notes solving polynomials using synthetic division
 
Sulalgtrig7e Isg 1 6
Sulalgtrig7e Isg 1 6Sulalgtrig7e Isg 1 6
Sulalgtrig7e Isg 1 6
 
Remainder & Factor Theorems
Remainder & Factor TheoremsRemainder & Factor Theorems
Remainder & Factor Theorems
 
2.3 linear equations
2.3 linear equations2.3 linear equations
2.3 linear equations
 
Equations Revision
Equations RevisionEquations Revision
Equations Revision
 
Test yourself unit 2 foundation as
Test yourself unit 2 foundation asTest yourself unit 2 foundation as
Test yourself unit 2 foundation as
 
D.e.v
D.e.vD.e.v
D.e.v
 

Plus de 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
 
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 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
 
Unit 4 hw 1 - coordinate plane, d&r, midpoint
Unit 4   hw 1 - coordinate plane, d&r, midpointUnit 4   hw 1 - coordinate plane, d&r, midpoint
Unit 4 hw 1 - coordinate plane, d&r, midpointLori Rapp
 
Unit 2 hw5 mult fraction, simplify
Unit 2 hw5   mult fraction, simplifyUnit 2 hw5   mult fraction, simplify
Unit 2 hw5 mult fraction, simplifyLori Rapp
 

Plus de 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
 
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 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
 
Unit 4 hw 1 - coordinate plane, d&r, midpoint
Unit 4   hw 1 - coordinate plane, d&r, midpointUnit 4   hw 1 - coordinate plane, d&r, midpoint
Unit 4 hw 1 - coordinate plane, d&r, midpoint
 
Unit 2 hw5 mult fraction, simplify
Unit 2 hw5   mult fraction, simplifyUnit 2 hw5   mult fraction, simplify
Unit 2 hw5 mult fraction, simplify
 

Dernier

Science 7 Quarter 4 Module 2: Natural Resources.pptx
Science 7 Quarter 4 Module 2: Natural Resources.pptxScience 7 Quarter 4 Module 2: Natural Resources.pptx
Science 7 Quarter 4 Module 2: Natural Resources.pptxMaryGraceBautista27
 
Q4 English4 Week3 PPT Melcnmg-based.pptx
Q4 English4 Week3 PPT Melcnmg-based.pptxQ4 English4 Week3 PPT Melcnmg-based.pptx
Q4 English4 Week3 PPT Melcnmg-based.pptxnelietumpap1
 
ACC 2024 Chronicles. Cardiology. Exam.pdf
ACC 2024 Chronicles. Cardiology. Exam.pdfACC 2024 Chronicles. Cardiology. Exam.pdf
ACC 2024 Chronicles. Cardiology. Exam.pdfSpandanaRallapalli
 
Proudly South Africa powerpoint Thorisha.pptx
Proudly South Africa powerpoint Thorisha.pptxProudly South Africa powerpoint Thorisha.pptx
Proudly South Africa powerpoint Thorisha.pptxthorishapillay1
 
AMERICAN LANGUAGE HUB_Level2_Student'sBook_Answerkey.pdf
AMERICAN LANGUAGE HUB_Level2_Student'sBook_Answerkey.pdfAMERICAN LANGUAGE HUB_Level2_Student'sBook_Answerkey.pdf
AMERICAN LANGUAGE HUB_Level2_Student'sBook_Answerkey.pdfphamnguyenenglishnb
 
Grade 9 Q4-MELC1-Active and Passive Voice.pptx
Grade 9 Q4-MELC1-Active and Passive Voice.pptxGrade 9 Q4-MELC1-Active and Passive Voice.pptx
Grade 9 Q4-MELC1-Active and Passive Voice.pptxChelloAnnAsuncion2
 
Computed Fields and api Depends in the Odoo 17
Computed Fields and api Depends in the Odoo 17Computed Fields and api Depends in the Odoo 17
Computed Fields and api Depends in the Odoo 17Celine 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
 
INTRODUCTION TO CATHOLIC CHRISTOLOGY.pptx
INTRODUCTION TO CATHOLIC CHRISTOLOGY.pptxINTRODUCTION TO CATHOLIC CHRISTOLOGY.pptx
INTRODUCTION TO CATHOLIC CHRISTOLOGY.pptxHumphrey A Beña
 
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
 
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
 
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
 
ENGLISH6-Q4-W3.pptxqurter our high choom
ENGLISH6-Q4-W3.pptxqurter our high choomENGLISH6-Q4-W3.pptxqurter our high choom
ENGLISH6-Q4-W3.pptxqurter our high choomnelietumpap1
 
Procuring digital preservation CAN be quick and painless with our new dynamic...
Procuring digital preservation CAN be quick and painless with our new dynamic...Procuring digital preservation CAN be quick and painless with our new dynamic...
Procuring digital preservation CAN be quick and painless with our new dynamic...Jisc
 
Gas measurement O2,Co2,& ph) 04/2024.pptx
Gas measurement O2,Co2,& ph) 04/2024.pptxGas measurement O2,Co2,& ph) 04/2024.pptx
Gas measurement O2,Co2,& ph) 04/2024.pptxDr.Ibrahim Hassaan
 

Dernier (20)

Science 7 Quarter 4 Module 2: Natural Resources.pptx
Science 7 Quarter 4 Module 2: Natural Resources.pptxScience 7 Quarter 4 Module 2: Natural Resources.pptx
Science 7 Quarter 4 Module 2: Natural Resources.pptx
 
Q4 English4 Week3 PPT Melcnmg-based.pptx
Q4 English4 Week3 PPT Melcnmg-based.pptxQ4 English4 Week3 PPT Melcnmg-based.pptx
Q4 English4 Week3 PPT Melcnmg-based.pptx
 
ACC 2024 Chronicles. Cardiology. Exam.pdf
ACC 2024 Chronicles. Cardiology. Exam.pdfACC 2024 Chronicles. Cardiology. Exam.pdf
ACC 2024 Chronicles. Cardiology. Exam.pdf
 
Proudly South Africa powerpoint Thorisha.pptx
Proudly South Africa powerpoint Thorisha.pptxProudly South Africa powerpoint Thorisha.pptx
Proudly South Africa powerpoint Thorisha.pptx
 
AMERICAN LANGUAGE HUB_Level2_Student'sBook_Answerkey.pdf
AMERICAN LANGUAGE HUB_Level2_Student'sBook_Answerkey.pdfAMERICAN LANGUAGE HUB_Level2_Student'sBook_Answerkey.pdf
AMERICAN LANGUAGE HUB_Level2_Student'sBook_Answerkey.pdf
 
Raw materials used in Herbal Cosmetics.pptx
Raw materials used in Herbal Cosmetics.pptxRaw materials used in Herbal Cosmetics.pptx
Raw materials used in Herbal Cosmetics.pptx
 
Grade 9 Q4-MELC1-Active and Passive Voice.pptx
Grade 9 Q4-MELC1-Active and Passive Voice.pptxGrade 9 Q4-MELC1-Active and Passive Voice.pptx
Grade 9 Q4-MELC1-Active and Passive Voice.pptx
 
Computed Fields and api Depends in the Odoo 17
Computed Fields and api Depends in the Odoo 17Computed Fields and api Depends in the Odoo 17
Computed Fields and api Depends in the Odoo 17
 
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
 
INTRODUCTION TO CATHOLIC CHRISTOLOGY.pptx
INTRODUCTION TO CATHOLIC CHRISTOLOGY.pptxINTRODUCTION TO CATHOLIC CHRISTOLOGY.pptx
INTRODUCTION TO CATHOLIC CHRISTOLOGY.pptx
 
YOUVE GOT EMAIL_FINALS_EL_DORADO_2024.pptx
YOUVE GOT EMAIL_FINALS_EL_DORADO_2024.pptxYOUVE GOT EMAIL_FINALS_EL_DORADO_2024.pptx
YOUVE GOT EMAIL_FINALS_EL_DORADO_2024.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
 
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
 
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
 
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)
 
ENGLISH6-Q4-W3.pptxqurter our high choom
ENGLISH6-Q4-W3.pptxqurter our high choomENGLISH6-Q4-W3.pptxqurter our high choom
ENGLISH6-Q4-W3.pptxqurter our high choom
 
FINALS_OF_LEFT_ON_C'N_EL_DORADO_2024.pptx
FINALS_OF_LEFT_ON_C'N_EL_DORADO_2024.pptxFINALS_OF_LEFT_ON_C'N_EL_DORADO_2024.pptx
FINALS_OF_LEFT_ON_C'N_EL_DORADO_2024.pptx
 
Procuring digital preservation CAN be quick and painless with our new dynamic...
Procuring digital preservation CAN be quick and painless with our new dynamic...Procuring digital preservation CAN be quick and painless with our new dynamic...
Procuring digital preservation CAN be quick and painless with our new dynamic...
 
TataKelola dan KamSiber Kecerdasan Buatan v022.pdf
TataKelola dan KamSiber Kecerdasan Buatan v022.pdfTataKelola dan KamSiber Kecerdasan Buatan v022.pdf
TataKelola dan KamSiber Kecerdasan Buatan v022.pdf
 
Gas measurement O2,Co2,& ph) 04/2024.pptx
Gas measurement O2,Co2,& ph) 04/2024.pptxGas measurement O2,Co2,& ph) 04/2024.pptx
Gas measurement O2,Co2,& ph) 04/2024.pptx
 

Unit 3 hw 2 - solving 1 step equations

  • 1. Unit 3 - Homework 2 Solving 1-Step Equations
  • 2. Solving Equations Solving means to get the variable alone. Think OPPOSITE SIDE = OPPOSITE OPERATION
  • 4. Solve for x. Circle the term with the x+3= 5 variable you need to isolate.
  • 5. Solve for x. Circle the term with the x+3= 5 variable you need to isolate.
  • 6. Solve for x. Circle the term with the x+3= 5 variable you need to isolate. Anything outside the circle needs to move to the other side by doing the opposite operation.
  • 7. Solve for x. Circle the term with the x+3= 5 variable you need to isolate. Anything outside the circle needs to move to the other side by doing the opposite operation. Opposite of addition is Subtraction.
  • 8. Solve for x. Circle the term with the x+3= 5 variable you need to isolate. −3 −3 Anything outside the circle needs to move to the other side by doing the opposite operation. Opposite of addition is Subtraction.
  • 9. Solve for x. Circle the term with the x+3= 5 variable you need to isolate. −3 −3 Anything outside the circle needs to move to the other side by doing the opposite x=2 operation. Opposite of addition is Subtraction.
  • 10. Solve for x. Circle the term with the x+3= 5 variable you need to isolate. −3 −3 Anything outside the circle needs to move to the other side by doing the opposite x=2 operation. Opposite of addition is Subtraction. x is alone so you are done.
  • 11. Solve for x. x − 8 = −2
  • 12. Solve for x. Circle the term with the x − 8 = −2 variable you need to isolate.
  • 13. Solve for x. Circle the term with the x − 8 = −2 variable you need to isolate.
  • 14. Solve for x. Circle the term with the x − 8 = −2 variable you need to isolate. Move 8 by opposite operation.
  • 15. Solve for x. Circle the term with the x − 8 = −2 variable you need to isolate. Move 8 by opposite operation. Opposite of subtraction is addition.
  • 16. Solve for x. Circle the term with the x − 8 = −2 variable you need to +8 +8 isolate. Move 8 by opposite operation. Opposite of subtraction is addition.
  • 17. Solve for x. Circle the term with the x − 8 = −2 variable you need to +8 +8 isolate. Move 8 by opposite x=6 operation. Opposite of subtraction is addition.
  • 18. Solve for x. Circle the term with the x − 8 = −2 variable you need to +8 +8 isolate. Move 8 by opposite x=6 operation. Opposite of subtraction is addition. x is alone so you are done.
  • 20. Solve for x. Circle the term with the −3x = −8 variable you need to isolate.
  • 21. Solve for x. Circle the term with the −3x = −8 variable you need to isolate.
  • 22. Solve for x. Circle the term with the −3x = −8 variable you need to isolate. There is nothing outside the circle so look inside now.
  • 23. Solve for x. Circle the term with the −3x = −8 variable you need to isolate. There is nothing outside the circle so look inside now. Opposite of multiplication is division.
  • 24. Solve for x. Circle the term with the −3x = −8 variable you need to isolate. − 3 −3 There is nothing outside the circle so look inside now. Opposite of multiplication is division.
  • 25. Solve for x. Circle the term with the −3x = −8 variable you need to isolate. − 3 −3 There is nothing outside the circle so look inside 8 now. x= Opposite of multiplication is 3 division.
  • 26. Solve for x. Circle the term with the −3x = −8 variable you need to isolate. − 3 −3 There is nothing outside the circle so look inside 8 now. x= Opposite of multiplication is 3 division. x is alone so you are done.
  • 27. Solve for x. x =7 5
  • 28. Solve for x. x Circle the term with the =7 variable you need to 5 isolate.
  • 29. Solve for x. x Circle the term with the =7 variable you need to 5 isolate.
  • 30. Solve for x. x Circle the term with the =7 variable you need to 5 isolate. There is nothing outside the circle so look inside.
  • 31. Solve for x. x Circle the term with the =7 variable you need to 5 isolate. There is nothing outside the circle so look inside. Opposite of division is multiplication.
  • 32. Solve for x. x Circle the term with the 5 ⋅ = 7⋅ 5 variable you need to 5 isolate. There is nothing outside the circle so look inside. Opposite of division is multiplication.
  • 33. Solve for x. x Circle the term with the 5 ⋅ = 7⋅ 5 variable you need to 5 isolate. There is nothing outside x = 35 the circle so look inside. Opposite of division is multiplication.
  • 34. Solve for x. x Circle the term with the 5 ⋅ = 7⋅ 5 variable you need to 5 isolate. There is nothing outside x = 35 the circle so look inside. Opposite of division is multiplication. x is alone so you are done.
  • 35. Solve for x. 7 − x = −1
  • 36. Solve for x. Circle the term with the 7 − x = −1 variable you need to isolate.
  • 37. Solve for x. Circle the term with the 7 − x = −1 variable you need to isolate.
  • 38. Solve for x. Circle the term with the 7 − x = −1 variable you need to isolate. Anything outside the circle needs to move to the other side by doing the opposite operation.
  • 39. Solve for x. Circle the term with the 7 − x = −1 variable you need to isolate. Anything outside the circle needs to move to the other side by doing the opposite operation. The 7 is positive so Subtract.
  • 40. Solve for x. Circle the term with the 7 − x = −1 variable you need to isolate. −7 −7 Anything outside the circle needs to move to the other side by doing the opposite operation. The 7 is positive so Subtract.
  • 41. Solve for x. Circle the term with the 7 − x = −1 variable you need to isolate. −7 −7 Anything outside the circle needs to move to the other −x = −8 side by doing the opposite operation. The 7 is positive so Subtract.
  • 42. Solve for x. Circle the term with the 7 − x = −1 variable you need to isolate. −7 −7 Anything outside the circle needs to move to the other −x = −8 side by doing the opposite operation. The 7 is positive so Subtract. x is NOT alone. Divide by negative one.
  • 43. Solve for x. Circle the term with the 7 − x = −1 variable you need to isolate. −7 −7 Anything outside the circle needs to move to the other −x = −8 side by doing the opposite operation. −1 −1 The 7 is positive so Subtract. x is NOT alone. Divide by negative one.
  • 44. Solve for x. Circle the term with the 7 − x = −1 variable you need to isolate. −7 −7 Anything outside the circle needs to move to the other −x = −8 side by doing the opposite operation. −1 −1 The 7 is positive so Subtract. x is NOT alone. Divide by x=8 negative one.
  • 45. Solve for x. Circle the term with the 7 − x = −1 variable you need to isolate. −7 −7 Anything outside the circle needs to move to the other −x = −8 side by doing the opposite operation. −1 −1 The 7 is positive so Subtract. x is NOT alone. Divide by x=8 negative one. x is alone so you are done.

Notes de l'éditeur

  1. \n
  2. \n
  3. \n
  4. \n
  5. \n
  6. \n
  7. \n
  8. \n
  9. \n
  10. \n
  11. \n
  12. \n
  13. \n
  14. \n
  15. \n
  16. \n
  17. \n
  18. \n
  19. \n
  20. \n
  21. \n
  22. \n
  23. \n
  24. \n
  25. \n
  26. \n
  27. \n
  28. \n
  29. \n
  30. \n
  31. \n
  32. \n
  33. \n
  34. \n
  35. \n
  36. \n
  37. \n
  38. \n
  39. \n
  40. \n
  41. \n
  42. \n
  43. \n
  44. \n
  45. \n
  46. \n
  47. \n
  48. \n
  49. \n
  50. \n