SlideShare a Scribd company logo
Group 1: Teo Yi Wen Goh Sock Beng  Tan Tze Shi Muhd Zarifuddin
4.4A Multiplying a matrix by a number To multiply a matrix by a number, multiply every element by the number. For example:
[object Object]
[object Object],[object Object]
[object Object]
[object Object]
[object Object],[object Object],[object Object]
[object Object],[object Object],[object Object]
[object Object],[object Object],[object Object],[object Object]
[object Object],[object Object],[object Object],[object Object]
[object Object],[object Object],[object Object],[object Object]
[object Object],[object Object],[object Object]
[object Object],[object Object],[object Object]
[object Object]

More Related Content

What's hot

Workshop 04 Review
Workshop 04 ReviewWorkshop 04 Review
Workshop 04 Reviewmigiwara
 
Bullseye Review Ch 1
Bullseye Review Ch 1Bullseye Review Ch 1
Bullseye Review Ch 1
mrs.jones
 
Matrix and its applications by mohammad imran
Matrix and its applications by mohammad imranMatrix and its applications by mohammad imran
Matrix and its applications by mohammad imran
Mohammad Imran
 
Proportion
ProportionProportion
Proportiontvierra
 
Estimating square roots
Estimating square rootsEstimating square roots
Estimating square rootsCindy Smith
 
Matrices
MatricesMatrices
Matrices
ble nature
 
Solving linear equations with genetic algorithm by Sajid ali
Solving linear equations with genetic algorithm by Sajid aliSolving linear equations with genetic algorithm by Sajid ali
Solving linear equations with genetic algorithm by Sajid ali
sajid ghazi
 
Matrices
MatricesMatrices
Matrices
ashishtqm
 
Matematika terapan week 6
Matematika terapan week 6 Matematika terapan week 6
Matematika terapan week 6
nellylawar
 

What's hot (16)

3.3
3.33.3
3.3
 
Workshop 04 Review
Workshop 04 ReviewWorkshop 04 Review
Workshop 04 Review
 
Bullseye Review Ch 1
Bullseye Review Ch 1Bullseye Review Ch 1
Bullseye Review Ch 1
 
Matrix and its applications by mohammad imran
Matrix and its applications by mohammad imranMatrix and its applications by mohammad imran
Matrix and its applications by mohammad imran
 
4 1 ratio
4 1 ratio4 1 ratio
4 1 ratio
 
Proportion
ProportionProportion
Proportion
 
Matrices
MatricesMatrices
Matrices
 
Estimating square roots
Estimating square rootsEstimating square roots
Estimating square roots
 
Tafe presentation
Tafe presentationTafe presentation
Tafe presentation
 
Matrices
MatricesMatrices
Matrices
 
Baru matrices
Baru matricesBaru matrices
Baru matrices
 
Solving linear equations with genetic algorithm by Sajid ali
Solving linear equations with genetic algorithm by Sajid aliSolving linear equations with genetic algorithm by Sajid ali
Solving linear equations with genetic algorithm by Sajid ali
 
Matrices
MatricesMatrices
Matrices
 
151028_abajpai1
151028_abajpai1151028_abajpai1
151028_abajpai1
 
Matematika terapan week 6
Matematika terapan week 6 Matematika terapan week 6
Matematika terapan week 6
 
Maths
MathsMaths
Maths
 

Similar to 4.4

Section 7.5 version 2 AM new ppt for every
Section 7.5 version 2 AM new ppt for everySection 7.5 version 2 AM new ppt for every
Section 7.5 version 2 AM new ppt for every
javed75
 
Setting linear algebra problems
Setting linear algebra problemsSetting linear algebra problems
Setting linear algebra problems
JB Online
 
Bootcamp of new world to taken seriously
Bootcamp of new world to taken seriouslyBootcamp of new world to taken seriously
Bootcamp of new world to taken seriously
khaled125087
 
Computational skills
Computational skillsComputational skills
Computational skillsleoscotch
 
Tips & tricks for Quantitative Aptitude
Tips & tricks for Quantitative AptitudeTips & tricks for Quantitative Aptitude
Tips & tricks for Quantitative AptitudeAmber Bhaumik
 
9.3 Solving Systems With Gaussian Elimination
9.3 Solving Systems With Gaussian Elimination9.3 Solving Systems With Gaussian Elimination
9.3 Solving Systems With Gaussian Elimination
smiller5
 
7.6 Solving Systems with Gaussian Elimination
7.6 Solving Systems with Gaussian Elimination7.6 Solving Systems with Gaussian Elimination
7.6 Solving Systems with Gaussian Elimination
smiller5
 
College algebra p2
College algebra p2College algebra p2
College algebra p2Jeneva Clark
 
Business mathematics presentation
Business mathematics presentationBusiness mathematics presentation
Business mathematics presentation
Sourov Shaha Suvo
 
Ch15 radicals
Ch15 radicalsCh15 radicals
Ch15 radicalsVKell
 
INTRODUCTION TO BOOSTING.ppt
INTRODUCTION TO BOOSTING.pptINTRODUCTION TO BOOSTING.ppt
INTRODUCTION TO BOOSTING.ppt
BharatDaiyaBharat
 
Direct Methods to Solve Linear Equations Systems
Direct Methods to Solve Linear Equations SystemsDirect Methods to Solve Linear Equations Systems
Direct Methods to Solve Linear Equations SystemsLizeth Paola Barrero
 
Direct Methods to Solve Lineal Equations
Direct Methods to Solve Lineal EquationsDirect Methods to Solve Lineal Equations
Direct Methods to Solve Lineal EquationsLizeth Paola Barrero
 
Advance algebra
Advance algebraAdvance algebra
Advance algebra
lyra matalubos
 
Week 3-4 solutions
Week 3-4 solutionsWeek 3-4 solutions
Week 3-4 solutionsBrian Larson
 

Similar to 4.4 (20)

Section 7.5 version 2 AM new ppt for every
Section 7.5 version 2 AM new ppt for everySection 7.5 version 2 AM new ppt for every
Section 7.5 version 2 AM new ppt for every
 
Setting linear algebra problems
Setting linear algebra problemsSetting linear algebra problems
Setting linear algebra problems
 
Bootcamp of new world to taken seriously
Bootcamp of new world to taken seriouslyBootcamp of new world to taken seriously
Bootcamp of new world to taken seriously
 
Computational skills
Computational skillsComputational skills
Computational skills
 
MATHS
MATHSMATHS
MATHS
 
Tips & tricks for Quantitative Aptitude
Tips & tricks for Quantitative AptitudeTips & tricks for Quantitative Aptitude
Tips & tricks for Quantitative Aptitude
 
Matlab for marketing people
Matlab for marketing peopleMatlab for marketing people
Matlab for marketing people
 
9.3 Solving Systems With Gaussian Elimination
9.3 Solving Systems With Gaussian Elimination9.3 Solving Systems With Gaussian Elimination
9.3 Solving Systems With Gaussian Elimination
 
7.6 Solving Systems with Gaussian Elimination
7.6 Solving Systems with Gaussian Elimination7.6 Solving Systems with Gaussian Elimination
7.6 Solving Systems with Gaussian Elimination
 
Module 2 topic 1 notes
Module 2 topic 1 notesModule 2 topic 1 notes
Module 2 topic 1 notes
 
College algebra p2
College algebra p2College algebra p2
College algebra p2
 
Business mathematics presentation
Business mathematics presentationBusiness mathematics presentation
Business mathematics presentation
 
Ch15 radicals
Ch15 radicalsCh15 radicals
Ch15 radicals
 
INTRODUCTION TO BOOSTING.ppt
INTRODUCTION TO BOOSTING.pptINTRODUCTION TO BOOSTING.ppt
INTRODUCTION TO BOOSTING.ppt
 
Direct methods
Direct methodsDirect methods
Direct methods
 
Direct Methods to Solve Linear Equations Systems
Direct Methods to Solve Linear Equations SystemsDirect Methods to Solve Linear Equations Systems
Direct Methods to Solve Linear Equations Systems
 
Direct Methods to Solve Lineal Equations
Direct Methods to Solve Lineal EquationsDirect Methods to Solve Lineal Equations
Direct Methods to Solve Lineal Equations
 
Direct methods
Direct methodsDirect methods
Direct methods
 
Advance algebra
Advance algebraAdvance algebra
Advance algebra
 
Week 3-4 solutions
Week 3-4 solutionsWeek 3-4 solutions
Week 3-4 solutions
 

More from Kimguan Tan

Inversematrixpptx 110418192746-phpapp014.7
Inversematrixpptx 110418192746-phpapp014.7Inversematrixpptx 110418192746-phpapp014.7
Inversematrixpptx 110418192746-phpapp014.7Kimguan Tan
 
Inverse matrix pptx
Inverse matrix pptxInverse matrix pptx
Inverse matrix pptxKimguan Tan
 

More from Kimguan Tan (14)

Matrices 44.4
Matrices 44.4Matrices 44.4
Matrices 44.4
 
Inversematrixpptx 110418192746-phpapp014.7
Inversematrixpptx 110418192746-phpapp014.7Inversematrixpptx 110418192746-phpapp014.7
Inversematrixpptx 110418192746-phpapp014.7
 
4.7
4.74.7
4.7
 
4.6
4.64.6
4.6
 
4.6
4.64.6
4.6
 
4.5
4.54.5
4.5
 
Inverse matrix pptx
Inverse matrix pptxInverse matrix pptx
Inverse matrix pptx
 
Identity matrix
Identity matrixIdentity matrix
Identity matrix
 
Prepared by
Prepared byPrepared by
Prepared by
 
Mathematics 1
Mathematics 1Mathematics 1
Mathematics 1
 
Mathematics 1
Mathematics 1Mathematics 1
Mathematics 1
 
Prepared by
Prepared byPrepared by
Prepared by
 
Group 5
Group   5Group   5
Group 5
 
Group 1
Group 1Group 1
Group 1
 

4.4

  • 1. Group 1: Teo Yi Wen Goh Sock Beng Tan Tze Shi Muhd Zarifuddin
  • 2. 4.4A Multiplying a matrix by a number To multiply a matrix by a number, multiply every element by the number. For example:
  • 3.
  • 4.
  • 5.
  • 6.
  • 7.
  • 8.
  • 9.
  • 10.
  • 11.
  • 12.
  • 13.
  • 14.