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Solved Problem - Introduction to Applied Linear Algebra - Exam II | MATH 254, Exams of Linear Algebra

Material Type: Exam; Professor: Aitbayev; Class: Intro: Applied Linear Algebra; Subject: Mathematics; University: New Mexico Institute of Mining and Technology; Term: Summer 2007;

Typology: Exams

Pre 2010

Uploaded on 08/08/2009

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koofers-user-m4w 🇺🇸

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Math 254 — Introduction to Linear Algebra, Instructor: Rakhim Aitbayev, July 25, 2007 5 Problem 5. Let B= {[ 5 ‘ i }} and C = {| ; ‘ ; }} be bases for R?. Find the change of coordinate matrix from B-basis to C-basis and from C-basis to B-basis. -| . _ “y & Gat [’ “| ; feec?[§ | +4 g.--fer-}. fe -jzth a (* 4 8-6 (6 | |< \ Pr OR -) | & pre pe =o 2@-tye | cee ! tz] F-lo \-s Y S ~ Fal O4)"| orig -S-8 (7; at | iF a