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For what values of h are the vectors linearly independent For what v.pdf
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For what values of h are the vectors linearly independent For what values of h are the vectors and linearly independent? A. The vectors are linearly independent for h = - 21 The vectors are linearly independent for h - 21 The vectors are linearly dependent for all h. The vectors are linearly independent for all h. Solution From first two elements for both vectors, we notice that second vector is negative three times the first vector. Therefore, when -3(7) = h or h = -21, then both vectors are linearly dependent. In other words, both vectors are linearly independent when h is not equal to -21. (OPTION B).
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For what values of h are the vectors linearly independent For what v.pdf
- For what values of h are the vectors linearly independent For what values of h are the vectors and linearly independent? A. The vectors are linearly independent for h = - 21 The vectors are linearly independent for h - 21 The vectors are linearly dependent for all h. The vectors are linearly independent for all h. Solution From first two elements for both vectors, we notice that second vector is negative three times the first vector. Therefore, when -3(7) = h or h = -21, then both vectors are linearly dependent. In other words, both vectors are linearly independent when h is not equal to -21. (OPTION B)
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