Determine whether the following set of matrices is linearly dependent and, if it is, write one matrix as a linear combination of the others { [1 1] , [1 -1] , [-1 -1] , [0,4] } [0 1] [0 -2] [-1 1] [-1 8]
Determine whether the following set of matrices is linearly dependent and, if it is, write one matrix as a linear combination of the others { [1 1] , [1 -1] , [-1 -1] , [0,4] } [0 1] [0 -2] [-1 1] [-1 8]
College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter6: Linear Systems
Section6.2: Guassian Elimination And Matrix Methods
Problem 21E
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Determine whether the following set of matrices is linearly dependent and, if it is, write one matrix as a linear combination of the others
{ [1 1] , [1 -1] , [-1 -1] , [0,4] }
[0 1] [0 -2] [-1 1] [-1 8]
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so sorry the matrces are meant to be together so it's [ 1 0 ] and the numbers below of that matrix is 0 1 they are meant to be a 2 row matrix, same as the others. that is why i put them below each other, do you think you could solve it again please?
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