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12 Feb 2022
So I I think I know how to solve this, which is by sitting a scaler (c1, c2, c3 and c4) to each of the vectors, but I'm still not sure. Please help!!
Note: Problem 3 is part of Problem 2.
3 and V4 = linearly dependent. Find a nontrivial linear combination of these veetors that adds up to 3. [1 point] Find a basis for the subspace W spanned by S, and the dimension of W
So I I think I know how to solve this, which is by sitting a scaler (c1, c2, c3 and c4) to each of the vectors, but I'm still not sure. Please help!!
Note: Problem 3 is part of Problem 2.
3 and V4 = linearly dependent. Find a nontrivial linear combination of these veetors that adds up to 3. [1 point] Find a basis for the subspace W spanned by S, and the dimension of W
shitalbhusare12Lv10
24 Mar 2022
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kemalziyad4Lv2
12 Feb 2022
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