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Determine whether the set S is linearly independent ir linearly depentdent. S = {(4,-3,6,2)(1,8,3,1)(3,-2,-1,0)}.
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this is an equivalent problem: is the following system consistent? : 4x + y + 3z = 0 -3x + 8y -2z = 0 6x + 3y - z =0 2x + y = 0
row reduce the matrix
or that
@amistre64 is there a determinant method if we have n equations and n-1 unknowns ?
there is but im not sure how to read it with nonsquare matrixes
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in essesne it comes across as a cross product instead of a singular value
rref, and if you obtain any columns without a pivot entry, your linearlyD
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