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MIT 18.06 Linear Algebra, Spring 2010
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show that the vectors(3,0,-3),(-1,1,2),(4,2,-2)and(2,1,1) are linearly dependent over R.
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I don't know whether I understood your question right, but to show that the vectors are dependent you can: 1. Say that 4 vectors in R^3 are always dependent (because to have a basis for R^3 you only need 3 vectors) 2. Put the vectors in a matrix and try to invert it. You will see that the matrix is not square so that you can't invert it, thus it has dependent vectors.
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