Document information
- University
- Politecnico di Milano
- Degree programme
- Energy Engineering
- Subject
- Analisi e geometria 2
- Classification
- Notes · By topic
- Original format
- Text
- Searchable text
← Back
NotesBy topic
05 Matrice inversa
Study material for Analisi e geometria 2, shared by the Studwiz community and reviewed by moderators.
Analisi e geometria 2By topic
Document information
What's included in this study material
Study material for Analisi e geometria 2, shared by the Studwiz community and reviewed by moderators.
Import quality: text was extracted directly from the original document.
Extracted content from the document
Representative passages recognised in different parts of the material. The full extracted text remains available to search, while this compact preview makes the page easier to read.
Page 1
LEZIONE5-6.-3-2023 Pertrovarel'inversadiuna genericametrice quadratiApartiamode & eapplichiamol'algoritmoiA 1En)diGauss-Jordan.Searriviamo adavere [InCIallevaAe invertibileadestraeinversadestraéC- Es.(percesa)Determinare(se7)l'inversac.CdellamatriceRisultat- I -S 0 - A=1 ⑧ I=)( = (== = = = ))- 1 utilizzandoG..J. 1-1 0 10 O 1-1 0 10 O 1 0-1 0 1 0 Iz- Fi-40 1-1 -11 0 - -62 3 0 0 1 [3-164-75-0-43 60 1 1-1 0 10 O 1-1 0 10 O 0 1--1 -11 0 0 1--1 -11 0 ⊥+4-7%-0o-1 241- I>→E}-0O 1-2-4-1 1-1 0 10 O Istria-7-71 0 0 -2 -3-1 Iètr> →I,0 1 o -3-3-1 0 1 0-3-3-1 -0O A-2-4-1 -0o-1-2-4-1 Vedremopiùavantichequellache abbiamotrovatoèproprioA-1. PROBLEMA:A-^ 7Tmatrice quadrataa=/0?No!_ f ⾨ µYI" I" È::|.-00- 221"22 L° ° - - Qualisono alloralecondizioni chegarantiscono-3diA-1 ? Percercare dicapirecosa succede cominciano a considerare una genericamatriceA-diordine 2eapplichiamo4. - j. TÈ-5in ò èo a)comeabbiamovistonel1°esempiol'i. aato b 1 o E-{±:- >r. È'° ' ° 㱺→a µ, a - 2Lo - {1 ÷,Italoz- c a aol.b-cad.bead- bc=/0 In- ȱ,-7In [1o d - b ad- b-cad.be LO2- c a ad-b-cad.BE, Percasa : cosa farese a= o?=C#o siscambiano ste 2-rigaC= ° none-invertibile L Quindisitrovachela"candidata"A-1 è il d- b |questomidice[e a., chevale PROPOSIZIONE- UnamatriceA-diordine2, a= [[e-invertibile# ad- bc=/0. DetteIlnumero ad- bcèdetto DeterminanteDELLAMA TRICEAc-M(2) Estenderemoqs. concettoa matricediord.snpiuavanti
Preview
First page of the document.