+ All Categories
Home > Documents > 22-04-15

22-04-15

Date post: 15-Jan-2016
Category:
Upload: talha-naeem-rao
View: 212 times
Download: 0 times
Share this document with a friend
Description:
Numerical Analysis Lecture
Popular Tags:
22
Numerical Differentiation and Integration April 21, 2015 Numerical Differentiation and Integration
Transcript
Page 1: 22-04-15

Numerical Differentiationand Integration

April 21, 2015

Numerical Differentiation and Integration

Page 2: 22-04-15

Numerical differentiation and integration

The reason for using algebraic polynomials to approximate anarbitrary set of data is that, given any continuous functiondefined on a closed interval, there exists a polynomial that isarbitrarily close to the function at every point in the interval.

Also the derivatives and integrals of polynomials are easilyobtained and evaluated.

Most of the procedures for approximating integrals andderivatives use the polynomials that approximate the function.

Numerical Differentiation and Integration

Page 3: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 4: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 5: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 6: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 7: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 8: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 9: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 10: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 11: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 12: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 13: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 14: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 15: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 16: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 17: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 18: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 19: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 20: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 21: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration

Page 22: 22-04-15

Numerical differentiation and integration

Numerical Differentiation and Integration


Recommended