SlideShare ist ein Scribd-Unternehmen logo
1 von 6
Form 5: Linear Law 2.1 Line of Best Fit - Drawing lines of best fit If x and y are two variables related  linearly , then when the values of y are plotted against the values of x, a  straight line  is obtained. Graph of y against x
How is it related to the topic vector in the subtopic of addition and subtraction? Look at the next slide so that you can see the connection.
Connection  When we have two lines of best fit, we can add or subtract the lines. If the lines are linear, they can be added or subtracted whether they are parallel or non-parallel to each other.
Line of best fit The two diagrams show the line of best fit. These two lines are parallel to each other. P Q R S
We have the vector  and  . When we add  both vectors, the resultant vector is  .  Where,
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]

Weitere ähnliche Inhalte

Was ist angesagt?

Was ist angesagt? (18)

Parallel and Perpendicular 2
Parallel and Perpendicular 2Parallel and Perpendicular 2
Parallel and Perpendicular 2
 
Matrices
MatricesMatrices
Matrices
 
Baru matrices
Baru matricesBaru matrices
Baru matrices
 
4 4 proving lines parallel
4 4 proving lines parallel4 4 proving lines parallel
4 4 proving lines parallel
 
4 2 & 4-3 parallel lines and transversals
4 2 & 4-3 parallel lines and transversals4 2 & 4-3 parallel lines and transversals
4 2 & 4-3 parallel lines and transversals
 
3-6 Congruent Angles
3-6 Congruent Angles 3-6 Congruent Angles
3-6 Congruent Angles
 
คาบ 3 4
คาบ 3 4คาบ 3 4
คาบ 3 4
 
Day 13-3: Similar Polygons
Day 13-3: Similar PolygonsDay 13-3: Similar Polygons
Day 13-3: Similar Polygons
 
Integers
IntegersIntegers
Integers
 
Matrices
MatricesMatrices
Matrices
 
Matrices and its applications
Matrices and its applicationsMatrices and its applications
Matrices and its applications
 
7.5 proportions in triangles
7.5 proportions in triangles7.5 proportions in triangles
7.5 proportions in triangles
 
Tmp2023
Tmp2023Tmp2023
Tmp2023
 
Geom 3point4and5
Geom 3point4and5Geom 3point4and5
Geom 3point4and5
 
Matrices
MatricesMatrices
Matrices
 
7 2
7 27 2
7 2
 
Line and Angles
Line and AnglesLine and Angles
Line and Angles
 
Algebra 2 Section 2-2
Algebra 2 Section 2-2Algebra 2 Section 2-2
Algebra 2 Section 2-2
 

Andere mochten auch

Matematik tambahan tingkatan 5
Matematik tambahan tingkatan 5Matematik tambahan tingkatan 5
Matematik tambahan tingkatan 5Nur Sabri
 
Add maths complete f4 & f5 Notes
Add maths complete f4 & f5 NotesAdd maths complete f4 & f5 Notes
Add maths complete f4 & f5 NotesBright Minds
 
Add maths module form 4 & 5
Add maths module form 4 & 5Add maths module form 4 & 5
Add maths module form 4 & 5smktsj2
 
ADD MATH - LINEAR LAW - PAPER 1
ADD MATH - LINEAR LAW - PAPER 1 ADD MATH - LINEAR LAW - PAPER 1
ADD MATH - LINEAR LAW - PAPER 1 Syadiyah Kamis
 
Chemistry Perfect Score 2011 module answer
Chemistry Perfect Score 2011 module answerChemistry Perfect Score 2011 module answer
Chemistry Perfect Score 2011 module answerAdura Azlin Ishak
 
Hsp add maths_f5
Hsp add maths_f5Hsp add maths_f5
Hsp add maths_f5njusohtan
 
What is the Circle of Fifths?
What is the Circle of Fifths?What is the Circle of Fifths?
What is the Circle of Fifths?Musical U
 
Circle and sphere
Circle and sphereCircle and sphere
Circle and sphereChong Teo
 
Penggunaan pengamiran
Penggunaan pengamiranPenggunaan pengamiran
Penggunaan pengamiranzabidah awang
 
Arc Length And Area of a Sector
Arc Length And Area of a SectorArc Length And Area of a Sector
Arc Length And Area of a SectorJosel Jalon
 
Powerpoint bahan intervensi add maths
Powerpoint bahan intervensi add maths Powerpoint bahan intervensi add maths
Powerpoint bahan intervensi add maths zabidah awang
 
Arc Length and Area of Sectors
Arc Length and Area of SectorsArc Length and Area of Sectors
Arc Length and Area of SectorsPassy World
 
Areas of Circles and Sectors
Areas of Circles and SectorsAreas of Circles and Sectors
Areas of Circles and Sectorscogleysclass
 

Andere mochten auch (20)

Linear law
Linear lawLinear law
Linear law
 
Matematik tambahan tingkatan 5
Matematik tambahan tingkatan 5Matematik tambahan tingkatan 5
Matematik tambahan tingkatan 5
 
Add maths complete f4 & f5 Notes
Add maths complete f4 & f5 NotesAdd maths complete f4 & f5 Notes
Add maths complete f4 & f5 Notes
 
Add maths module form 4 & 5
Add maths module form 4 & 5Add maths module form 4 & 5
Add maths module form 4 & 5
 
ADD MATH - LINEAR LAW - PAPER 1
ADD MATH - LINEAR LAW - PAPER 1 ADD MATH - LINEAR LAW - PAPER 1
ADD MATH - LINEAR LAW - PAPER 1
 
Chemistry Perfect Score 2011 module answer
Chemistry Perfect Score 2011 module answerChemistry Perfect Score 2011 module answer
Chemistry Perfect Score 2011 module answer
 
Hsp add maths_f5
Hsp add maths_f5Hsp add maths_f5
Hsp add maths_f5
 
Mathematics circle
Mathematics circleMathematics circle
Mathematics circle
 
What is the Circle of Fifths?
What is the Circle of Fifths?What is the Circle of Fifths?
What is the Circle of Fifths?
 
Circle and sphere
Circle and sphereCircle and sphere
Circle and sphere
 
Penggunaan pengamiran
Penggunaan pengamiranPenggunaan pengamiran
Penggunaan pengamiran
 
Linear law
Linear lawLinear law
Linear law
 
Linear Law (Answer)
Linear Law (Answer)Linear Law (Answer)
Linear Law (Answer)
 
Law of tangent
Law of tangentLaw of tangent
Law of tangent
 
Arc Length And Area of a Sector
Arc Length And Area of a SectorArc Length And Area of a Sector
Arc Length And Area of a Sector
 
Powerpoint bahan intervensi add maths
Powerpoint bahan intervensi add maths Powerpoint bahan intervensi add maths
Powerpoint bahan intervensi add maths
 
Arc Length and Area of Sectors
Arc Length and Area of SectorsArc Length and Area of Sectors
Arc Length and Area of Sectors
 
Sector circle
Sector circleSector circle
Sector circle
 
Areas of Circles and Sectors
Areas of Circles and SectorsAreas of Circles and Sectors
Areas of Circles and Sectors
 
Hukum linear
Hukum linearHukum linear
Hukum linear
 

Ähnlich wie FORM 5: Linear Law

Physics 1.3 scalars and vectors
Physics 1.3 scalars and vectorsPhysics 1.3 scalars and vectors
Physics 1.3 scalars and vectorsJohnPaul Kennedy
 
Presentation on textile mathematics
Presentation on textile mathematicsPresentation on textile mathematics
Presentation on textile mathematicsBILAL ABDULLAH
 
correlation and r3433333333333333333333333333333333333333333333333egratio111n...
correlation and r3433333333333333333333333333333333333333333333333egratio111n...correlation and r3433333333333333333333333333333333333333333333333egratio111n...
correlation and r3433333333333333333333333333333333333333333333333egratio111n...Ghaneshwer Jharbade
 
Stats 3000 Week 2 - Winter 2011
Stats 3000 Week 2 - Winter 2011Stats 3000 Week 2 - Winter 2011
Stats 3000 Week 2 - Winter 2011Lauren Crosby
 
Correlation and Regression
Correlation and RegressionCorrelation and Regression
Correlation and RegressionShubham Mehta
 
MCA_UNIT-4_Computer Oriented Numerical Statistical Methods
MCA_UNIT-4_Computer Oriented Numerical Statistical MethodsMCA_UNIT-4_Computer Oriented Numerical Statistical Methods
MCA_UNIT-4_Computer Oriented Numerical Statistical MethodsRai University
 
Correlation and regression
Correlation and regressionCorrelation and regression
Correlation and regressionAntony Raj
 
5 6 Scatter Plots & Best Fit Lines
5 6 Scatter Plots & Best Fit Lines5 6 Scatter Plots & Best Fit Lines
5 6 Scatter Plots & Best Fit LinesBitsy Griffin
 
Maths presentation
Maths presentationMaths presentation
Maths presentationMEBAD1
 

Ähnlich wie FORM 5: Linear Law (20)

Line & Angles
Line & AnglesLine & Angles
Line & Angles
 
Scatter diagram
Scatter diagramScatter diagram
Scatter diagram
 
R linear regression
R   linear regressionR   linear regression
R linear regression
 
Line and Angles I
Line and Angles ILine and Angles I
Line and Angles I
 
Line & Angles 1
Line & Angles 1Line & Angles 1
Line & Angles 1
 
Physics 1.3 scalars and vectors
Physics 1.3 scalars and vectorsPhysics 1.3 scalars and vectors
Physics 1.3 scalars and vectors
 
FORM 3 & FORM 4
FORM 3 & FORM 4FORM 3 & FORM 4
FORM 3 & FORM 4
 
Presentation on textile mathematics
Presentation on textile mathematicsPresentation on textile mathematics
Presentation on textile mathematics
 
Form 3 and Form 4
Form 3 and Form 4Form 3 and Form 4
Form 3 and Form 4
 
correlation and r3433333333333333333333333333333333333333333333333egratio111n...
correlation and r3433333333333333333333333333333333333333333333333egratio111n...correlation and r3433333333333333333333333333333333333333333333333egratio111n...
correlation and r3433333333333333333333333333333333333333333333333egratio111n...
 
Stats 3000 Week 2 - Winter 2011
Stats 3000 Week 2 - Winter 2011Stats 3000 Week 2 - Winter 2011
Stats 3000 Week 2 - Winter 2011
 
Chapter#8
Chapter#8Chapter#8
Chapter#8
 
S1 pb
S1 pbS1 pb
S1 pb
 
Correlation and Regression
Correlation and RegressionCorrelation and Regression
Correlation and Regression
 
MCA_UNIT-4_Computer Oriented Numerical Statistical Methods
MCA_UNIT-4_Computer Oriented Numerical Statistical MethodsMCA_UNIT-4_Computer Oriented Numerical Statistical Methods
MCA_UNIT-4_Computer Oriented Numerical Statistical Methods
 
Correlation and regression
Correlation and regressionCorrelation and regression
Correlation and regression
 
5 6 Scatter Plots & Best Fit Lines
5 6 Scatter Plots & Best Fit Lines5 6 Scatter Plots & Best Fit Lines
5 6 Scatter Plots & Best Fit Lines
 
IDS.pdf
IDS.pdfIDS.pdf
IDS.pdf
 
SCATTER PLOTS
SCATTER PLOTSSCATTER PLOTS
SCATTER PLOTS
 
Maths presentation
Maths presentationMaths presentation
Maths presentation
 

Mehr von fatine1232002 (20)

Appendix 2 baru
Appendix 2 baruAppendix 2 baru
Appendix 2 baru
 
Appendix 1 baru
Appendix 1 baruAppendix 1 baru
Appendix 1 baru
 
Presentation1
Presentation1Presentation1
Presentation1
 
Appendix 2
Appendix 2Appendix 2
Appendix 2
 
Appendix 1
Appendix 1Appendix 1
Appendix 1
 
Topic 1
Topic 1Topic 1
Topic 1
 
Topic 3
Topic 3Topic 3
Topic 3
 
Topic 3
Topic 3Topic 3
Topic 3
 
Topic 2
Topic 2Topic 2
Topic 2
 
Topic 1 math (3)
Topic 1 math (3)Topic 1 math (3)
Topic 1 math (3)
 
Form 5 (variation vs
Form 5 (variation vsForm 5 (variation vs
Form 5 (variation vs
 
Baru matrices
Baru matricesBaru matrices
Baru matrices
 
Topic 1
Topic 1 Topic 1
Topic 1
 
Linear Equations
Linear EquationsLinear Equations
Linear Equations
 
Tmp2023
Tmp2023Tmp2023
Tmp2023
 
Concept Map
Concept MapConcept Map
Concept Map
 
Vector
VectorVector
Vector
 
Vector
VectorVector
Vector
 
Presentation1
Presentation1Presentation1
Presentation1
 
Form 5 (variation vs
Form 5 (variation vsForm 5 (variation vs
Form 5 (variation vs
 

FORM 5: Linear Law

  • 1. Form 5: Linear Law 2.1 Line of Best Fit - Drawing lines of best fit If x and y are two variables related linearly , then when the values of y are plotted against the values of x, a straight line is obtained. Graph of y against x
  • 2. How is it related to the topic vector in the subtopic of addition and subtraction? Look at the next slide so that you can see the connection.
  • 3. Connection When we have two lines of best fit, we can add or subtract the lines. If the lines are linear, they can be added or subtracted whether they are parallel or non-parallel to each other.
  • 4. Line of best fit The two diagrams show the line of best fit. These two lines are parallel to each other. P Q R S
  • 5. We have the vector and . When we add both vectors, the resultant vector is . Where,
  • 6.