Thursday
December 18, 2014

Homework Help: math

Posted by mathstudent on Friday, January 19, 2007 at 1:19pm.

Prove that if A is a diagonalizable matrix, then the rank of A is the number of nonzero eigenvalues of A.

http://ltcconline.net/greenl/courses/203/MatrixOnVectors/symmetricMatrices.htm

I've read the entire page and while it's on the correct topic, it doesn't prove what I'm looking to prove.

Answer this Question

First Name:
School Subject:
Answer:

Related Questions

math - Prove that if A is a symmetric n x n matrix, then A has a set of n ...
please help me(math) - 4x^2+20x+5y+xy *you have top factor by grouping.If you ...
Math - How do you remember all the regruping stuff love Ally pethebridge First, ...
Biology - Explain how the digestive, cardiovascular, and respiratory systems ...
science - how many groups of birds are there and name them Since this is not my ...
Science - Please help, I am so bored by my science lesson that I can barely ...
math - The probability that a person has immunity to a particular disease is 0.3...
spanish - What is the rule for formal commands? This site give information on ...
(Life) - What is a good conflict resolution technique for employees? Talk ...
Health - What are the requirements for the career of medical assistant? Do you ...

Search
Members