Let M(n, R) denote the set of all n × n matrices over R. Define a relation on M(n, R) as follows: for A, B M(n, R), A B iff there exists an invertible matrix P such that P 1AP = B. Show that is an equivalence relation.
Dear candidate,
Kindly know that is a long mathematical question. We can't prove the sum because we are limited by our answering options. You can search the question on internet to get a better understanding of this problem through detailed step by step equations. There are various portals on internet which will make this question easy for you to understand.
Thanks.
Related Questions
Know More about
Symbiosis Entrance Test
Eligibility | Application | Admit Card | Result | Preparation Tips | Dates | FAQs
Get Updates BrochureYour Symbiosis Entrance Test brochure has been successfully mailed to your registered email id “”.