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ALGEBRARY PROPERTIES OF MATRIXES, Lecture notes of Linear Algebra

IN THIS DOCUMENT, YOU CAN FIND THE LESSON NOTE ON THE ALGEBRARY PROPERTIES OF MATRICES

Typology: Lecture notes

2021/2022

Available from 11/10/2022

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Maklrislerin Celirsel Ozellibler Makrig ari Emerbigqinin szellilen - (a) At+6 =BHtA C Degigue Lurak,) (Ly AF (BEC) = CALB)EC — CO Teptoma igin biclegwe Lure) (cy ABC) = (ABC € Garpma igin birlesme kul ) GW) ACBEC) = ABEAC C Soldan degra szellg ) Ce) (BEC)VA = BAECA © Shu 4 « ) ff) a(Btc) = aBtac @) CatbC = ac the (h) alkc) = (al)c (1) af(6c) = (aB)C = Blac) (d )' win spake ‘ B ve C bo planabildikleri iqin bo yut - lavt ayuy elmal Cumxn) S ACEC uN kauwml clabiluest igin A. rx lik bir matris olmak > A&B » AC. rxn’Gk wmetrisler SACBEC) um boyutu ile (AB £ AC) uin boyute agus die . A= Ca,}, B= (byl, C= te) Csskermemiz, qercken esithk ; [Ace tc)),, = [AB FACT ¢ LACB+C)}, =~ “'l = 4,,6 byt ci) 4 diglby Gi) fas