![SOLVED: Let T be a linear operator On a finite-dimensional vector space V over R with rational canonical form -3 -6 7 -6 33 ] 325 10 where the blank entries are SOLVED: Let T be a linear operator On a finite-dimensional vector space V over R with rational canonical form -3 -6 7 -6 33 ] 325 10 where the blank entries are](https://cdn.numerade.com/ask_images/4c1c2fee702340c7a1232f5e4b8c31a0.jpg)
SOLVED: Let T be a linear operator On a finite-dimensional vector space V over R with rational canonical form -3 -6 7 -6 33 ] 325 10 where the blank entries are
HOMEWORK 9 1. Show that a submodule of a cyclic module over a PID is also cyclic. 2. Let a and b be nonzero elements of a PID R.
![SOLVED: 3. Consider the matrix A = 2 2 Determine the characteristic polynomial of A. Determine the minimal polynomial of A Determine the rational canonical form of A. Show your work SOLVED: 3. Consider the matrix A = 2 2 Determine the characteristic polynomial of A. Determine the minimal polynomial of A Determine the rational canonical form of A. Show your work](https://cdn.numerade.com/ask_images/9759780e1ab5466491e4cddd32b72f5b.jpg)
SOLVED: 3. Consider the matrix A = 2 2 Determine the characteristic polynomial of A. Determine the minimal polynomial of A Determine the rational canonical form of A. Show your work
ALGEBRA QUAL PREP: RATIONAL CANONICAL FORM I haven't found any exposition of rational canonical form that I really like, so he
Assignmen 8 (Concepts covered: Invariant direct sum, Rational canonical form/Jordan canonical form) Notation: V will always deno
![linear algebra - Deducing the Cayley-Hamilton theorem from the rational canonical form - Mathematics Stack Exchange linear algebra - Deducing the Cayley-Hamilton theorem from the rational canonical form - Mathematics Stack Exchange](https://i.stack.imgur.com/TT0Ui.png)