Lagrange Interpolation


This is an activity on how linear algebra can be used to find the Lagrange polynomials to construct the polynomial of degree n that passes through n+1 distinct points. This activity requires knowledge of vector spaces (particularly polynomial spaces), linear transformations, and matrix inverses. It would be helpful to have a tag for applications of linear algebra for material like this.

License
CC-BY-NC-SA-4.0
Created On
June 9th, 2017
3 years ago
Views
2
Type
 Handout
Language
 English
Content Type
text/html; charset=utf-8

This resource has not been tagged.


History

June 9th, 2017 3 years ago

Submitted by Steven Schlicker 

January 8th, 2018 2 years ago

Sarah Eichhorn  Approved!