Nullspace - Linear Algebra - Solved Exam, Exams of Linear Algebra

This is the Solved Exam of Linear Algebra which includes Useful Information, Setting Up, Solving, Appropriate System, Linear Equations, Parabola, Data Points, Lab Experiment, Parabola, Points etc. Key important points are: Nullspace, Matrix, Row Equivalent, Theorem, Information, Dimension, Nullspace, Basis, Vector, Eigenvalue

Typology: Exams

2012/2013

Uploaded on 02/27/2013

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NAME: youu oNS Math 205 - Exam 2 - March 8, 2006 Instructions: Show enough work to justify your final answers. When referring to a theorem, give as much information about the theorem as you can. te Se 7 6 (i) 2 =n 37 ag L. (20pts.) Consider thematix a= | > 7 —f 1) 2). which isrow-equivalent to B = o® J 6 See tee 00 000 {a} What is the rank of A? (b) What is the dimension of the nullspace of A? (c) Find a basis for Col A. (d) Find a basis for Row A. (e) Find a basis for Nul A. oye les 3 pets | Se A La Pret , So rox tale to) A hes rane Baud dim (NalAY= We renk lA) =S- 35 e) VPuvoly ja P> et in eslumns Neat: be loosys he Col A ts ¥ 4 2 G4 el ie] |: [43,134,185 A) Pale mous in TB that bee pets. vy Bases Fe Row A= § (1,0,-2,4,6), (2812229, 40,8,0, 8,65 @) ain Agee Dep aus nonted (ee q ee 10-2 300) cs ae Pee Lee \ S B20. > ee ! Boek eh ky BS oboe ee Mz th xy = oO bE coieecoree se Xe=0 Ka Kay Cree. thus , a oasis fax SL Sy Semen eon