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Find a basis of the subspace of R^4 defined by the equation -9 x_1 - 9 x_2 + 8 x_3 + 6 x_4 = 0.
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I think, slving your equation for x_1, we get the subsequent solutions: |dw:1417292187135:dw| in which the vectors indicated form a bases of your subspace
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