please help to solveattached is the question and therom 5.1 Theorem 5.1. If A is an m x n matrix thendim Nul A + dim Row A = n.Returning to our original motivation for studying this shows that as weincrease the size (dimension!) of the space of equations in our linear systemAx = 0 (dim Row A) we decrease the size (dimension!) of the space of solutions(dim Nul A). LetA =11 3-1 0-121 4(a) Find a basis for Row A.(b) Find a basis for Nul A.(c) Verify Theorem 5.1 from the notes.Note: for parts where a basis is asked for it is essential to unambigu-ously state what the basis is, ideally finishing with "a basis for RowA is..." rather than "RowA = ...". You must be precise in use ofmathematical terminology.Fil

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Let A = 113 -1 0-1 214 (a) Find a basis for Row A. (b) Find a basis for Nul A. (c) Verify Theorem 5.1 from the notes. Note: for parts where a basis is asked for it is essential to unambigu- ously state what the basis is, ideally finishing with "a basis for Row A is..." rather than "RowA=...". You must be precise in use of mathematical terminology.

Let A = 113 -1 0-1 214 (a) Find a basis for Row A. (b) Find a basis for Nul A. (c) Verify Theorem 5.1 from the notes. Note: for parts where a basis is asked for it is essential to unambigu- ously state what the basis is, ideally finishing with "a basis for Row A is..." rather than "RowA=...". You must be precise in use of mathematical terminology.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter3: Functions And Graphs

Section3.3: Lines

Problem 22E

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