Q23. How To Find Minimal And Characteristic Polynomial Are m(t)=(t-3)²(t-5)² & Δ(t)=(t-3)⁴(t-5)⁴.

Описание: How To Find Minimal Polynomial And Characteristic Polynomial Are m(t)=(t-3)²(t-5)² & Δ(t)=(t-3)⁴(t-5)⁴.

✅ In This Video :-

➡️ Class : M.Sc.-ll Sem.lV,P.U.
➡️ Subject : Linear Algebra
➡️ Chapter : 3
" CANONICAL FORMS "
➡️ Topic Name : Chapter 3 "All Solved Examples, Theorems and Questions"
➡️ Topic Covered In This Video : Precize Book (Dr. G.S.Sandhu)


🟧 Chapter 3 "CANONICAL FORMS" Playlist :-
   • Canonical Forms
 (Linear Algebra)  

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1. What is Invariant Subspace ?
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3. How to Find Linear Operator T is Minimal Polynomial ?
4. How To Find Linear Operator T is Characteristic Polynomial by using Cayley-Hamilton Theorem to Find T⁻¹.
4. How to Find Matrix A is Diagonal Matrix/Diagonalization or not ?
5. How to Find Matrix A is Triangular Matrix/Triangularization or not ?
6. How to Find Matrix A is Jorden Canonical Form ?
7. How to Find Matrix A is Rational Canonical Forms ?
8. Short Trick To Solve Numerical Questions of Jorden or Rational Canonical Forms in Linear Algebra of Online Tutorial by Sheewali Garg.


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