Канал: zuraida abal abas

W9.1 Lecture Intro to Transportation problem

W9.1 Lecture Intro to Transportation problem

W14.2 Example for Heun’s method.

W14.2 Example for Heun’s method.

W14.1 Example for Euler’s method.

W14.1 Example for Euler’s method.

W11.3 Decision analysis - drawing graphical display of expected payoff vs prior probability

W11.3 Decision analysis - drawing graphical display of expected payoff vs prior probability

W13.5 Project Scheduling PERT CPM pt 5

W13.5 Project Scheduling PERT CPM pt 5

W13.3 Project Scheduling PERT CPM pt 3

W13.3 Project Scheduling PERT CPM pt 3

W13.4 Project Scheduling PERT CPM pt 4

W13.4 Project Scheduling PERT CPM pt 4

W13.1 Project Scheduling PERT CPM pt 1

W13.1 Project Scheduling PERT CPM pt 1

W13.2 Project Scheduling PERT CPM pt 2

W13.2 Project Scheduling PERT CPM pt 2

W12.5 Multiple application of Simpson’s 3/8 rule.

W12.5 Multiple application of Simpson’s 3/8 rule.

W12.4 Simpson’s 3/8 Rule

W12.4 Simpson’s 3/8 Rule

W13.4 Approximation for second order differentiation

W13.4 Approximation for second order differentiation

W13.3 Numerical differentiation using Backward Difference Approximation

W13.3 Numerical differentiation using Backward Difference Approximation

W11.1 Introduction to Decision Analysis pt 1

W11.1 Introduction to Decision Analysis pt 1

W11.2 Introduction to Decision Analysis pt 2

W11.2 Introduction to Decision Analysis pt 2

W11.6 Newton’s Interpolating Polynomial pt 3 - third order / cubic

W11.6 Newton’s Interpolating Polynomial pt 3 - third order / cubic

W11.5 Newton’s Interpolating Polynomials pt 2 - Second order/ quadratic

W11.5 Newton’s Interpolating Polynomials pt 2 - Second order/ quadratic

W11.4 Newton’s Interpolating Polynomials pt 1 - First order/Linear

W11.4 Newton’s Interpolating Polynomials pt 1 - First order/Linear

W8.2 Simplex Method pt 2

W8.2 Simplex Method pt 2

W8.3 Simplex Method pt3

W8.3 Simplex Method pt3

W8.1 Simplex Method pt 1

W8.1 Simplex Method pt 1

W6.1 Applications of Integration

W6.1 Applications of Integration

W5.2 Infinite Integration

W5.2 Infinite Integration

W5.5 Technique of Integration - by parts

W5.5 Technique of Integration - by parts

W5.4 Technique of Integration - by substitution

W5.4 Technique of Integration - by substitution

W5.1 Introduction to Integration

W5.1 Introduction to Integration

W5.3 Improper Integration

W5.3 Improper Integration

W8 Simple Linear Regression - manual calculation

W8 Simple Linear Regression - manual calculation

W4.10 Derivatives pt10

W4.10 Derivatives pt10

W4.8 Derivative pt8

W4.8 Derivative pt8

W4.9 Derivatives pt9

W4.9 Derivatives pt9

W4.7 Derivative pt7

W4.7 Derivative pt7

W4.6 Derivatives pt6

W4.6 Derivatives pt6

W4.5 Derivatives pt5

W4.5 Derivatives pt5

W4.4 Derivatives pt4

W4.4 Derivatives pt4

W4.3 Derivatives pt3

W4.3 Derivatives pt3

W4.1 Derivatives pt1

W4.1 Derivatives pt1

W4.2 Derivatives pt2

W4.2 Derivatives pt2

MITI 5213 W5 Session 2 20210402 155520 Meeting Recording - Linear Lagrange Interpolation

MITI 5213 W5 Session 2 20210402 155520 Meeting Recording - Linear Lagrange Interpolation

W3.9 Limit 2

W3.9 Limit 2

W3.10 Limit 10

W3.10 Limit 10

W3.8 Limit 8

W3.8 Limit 8

W3.7 Limit 7

W3.7 Limit 7

W3.6 Limit 6

W3.6 Limit 6

W3.6 Limit 5

W3.6 Limit 5

W3.3 Limit 3

W3.3 Limit 3

W3.2 Limit 2

W3.2 Limit 2

W3.4 Limit 4

W3.4 Limit 4

W3.1 Limit 1

W3.1 Limit 1

W2.2 Log Function

W2.2 Log Function

W2.1 Exponential function

W2.1 Exponential function

W1.7 Inverse of Function

W1.7 Inverse of Function

W1.6 Composite Function

W1.6 Composite Function

W1.5 Algebra of functions

W1.5 Algebra of functions

W1.4 Transformation of function - vertical and horizontal reflecting and stretching

W1.4 Transformation of function - vertical and horizontal reflecting and stretching

W1.3 Transformation of Functions - shift vertical and vertical

W1.3 Transformation of Functions - shift vertical and vertical

W1.2 Type of Functions

W1.2 Type of Functions

W1.1 Intro to Functions

W1.1 Intro to Functions

W13.2 Numerical differentiation using Centered Difference Approximation

W13.2 Numerical differentiation using Centered Difference Approximation

W13.1 Numerical Differentiation using Forward Difference Approximation

W13.1 Numerical Differentiation using Forward Difference Approximation

12.3 Simpson’s 1/3 Rule

12.3 Simpson’s 1/3 Rule

12.2 Error for Trapezoidal Rule

12.2 Error for Trapezoidal Rule

12.1 Trapezoidal Rule

12.1 Trapezoidal Rule

W5.2 Types of Demand Forecasting

W5.2 Types of Demand Forecasting

W5.1 Demand forecasting

W5.1 Demand forecasting

W11.3 Example for Second order Lagrange Interpolating Polynomials

W11.3 Example for Second order Lagrange Interpolating Polynomials

W11.2 Example for First Order Lagrange Interpolating Polynomials

W11.2 Example for First Order Lagrange Interpolating Polynomials

W11.1 Introduction to Lagrange Interpolating Polynomials

W11.1 Introduction to Lagrange Interpolating Polynomials

W2.4 Cross Price Elasticity

W2.4 Cross Price Elasticity

W2.3 Own price elasticity

W2.3 Own price elasticity

W2.2 Type of Price Elasticity

W2.2 Type of Price Elasticity

W2.1 Introduction to Price Elasticity

W2.1 Introduction to Price Elasticity

W1.3 Introduction to Customer Analytics pt 3

W1.3 Introduction to Customer Analytics pt 3

W1.2 Introduction to Customer Analytics pt 2

W1.2 Introduction to Customer Analytics pt 2

W1.1 Introduction to Customer Analytics pt 1

W1.1 Introduction to Customer Analytics pt 1

W10.1 Root finding using Bisection method

W10.1 Root finding using Bisection method

W10.2 Root finding using Newton Rhapson

W10.2 Root finding using Newton Rhapson

W9.1 Taylor polynomial pt2

W9.1 Taylor polynomial pt2

W9.1 Taylor polynomial pt1

W9.1 Taylor polynomial pt1

W7.1 Significant Numbers, Accuracy, Precision and Error

W7.1 Significant Numbers, Accuracy, Precision and Error

W5.2 Example Eigen Values and Eigen Vectors pt2

W5.2 Example Eigen Values and Eigen Vectors pt2

W5 1 Example Eigen Values and Eigen Vectors pt1

W5 1 Example Eigen Values and Eigen Vectors pt1

W4.9 Example - vector cross product and area of parallelogram

W4.9 Example - vector cross product and area of parallelogram

W4.8 Vector Cross Product

W4.8 Vector Cross Product

W4.7 Example - dot product and angle between vectors

W4.7 Example - dot product and angle between vectors

W4.6 Angle between vectors and dot product

W4.6 Angle between vectors and dot product

W4.5 Example - Magnitude of a vector and unit vector

W4.5 Example - Magnitude of a vector and unit vector

W4.4 Magnitude and unit vector

W4.4 Magnitude and unit vector

W4.3 Examples - vector addition, substraction and scalar multiplication

W4.3 Examples - vector addition, substraction and scalar multiplication

W4.2 Vector addition, substraction and multiplication

W4.2 Vector addition, substraction and multiplication

W4.1 Introduction to vector

W4.1 Introduction to vector

W3.2.6 Solving system of linear equation using gauss elimination pt.6

W3.2.6 Solving system of linear equation using gauss elimination pt.6

W3.2.5 Solving system of linear equation using gauss elimination pt.5

W3.2.5 Solving system of linear equation using gauss elimination pt.5

W3.2.4 Solving system of linear equation using gauss elimination pt.4

W3.2.4 Solving system of linear equation using gauss elimination pt.4

W3.2.3 Solving system of linear equation using gauss elimination pt.3

W3.2.3 Solving system of linear equation using gauss elimination pt.3

W.3.2.2 Solving System of linear equation using gauss elimination pt. 2

W.3.2.2 Solving System of linear equation using gauss elimination pt. 2

W3.2.1 solving sistem of linear equation using gauss elimination

W3.2.1 solving sistem of linear equation using gauss elimination

W3.1 Elementary row operation (ERO)

W3.1 Elementary row operation (ERO)

w2.4. Example of Inverse Matrix using Adjoint A

w2.4. Example of Inverse Matrix using Adjoint A

w2.3. Inverse formula using Adjoint A

w2.3. Inverse formula using Adjoint A

w2.2. Example Adjoint A

w2.2. Example Adjoint A

w2.1. What is Adjoint Matrix

w2.1. What is Adjoint Matrix

11. Determinant using cofactor expansion

11. Determinant using cofactor expansion

10 Determinant Minor and Cofactor part 2

10 Determinant Minor and Cofactor part 2

9 Determinant Minor and Cofactor part 1

9 Determinant Minor and Cofactor part 1

8 Determinant of Matrix 2x2

8 Determinant of Matrix 2x2

7. Symmetric Matrix

7. Symmetric Matrix

6. Transpose Matrix

6. Transpose Matrix

5 Matrix multiplication

5 Matrix multiplication

4. Scalar multiplication for matrix

4. Scalar multiplication for matrix

3. Matrix Addition and substraction

3. Matrix Addition and substraction

2. Equal matrix

2. Equal matrix

1 What is Matrix

1 What is Matrix