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(1 point) Assume the vectors II, V, W are linearly independent. Let x = 5v 3w, y = 4w + 10u, z = 4v +

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(1 point) Assume the vectors II, V, W are linearly independent. Let x = 5v 3w, y = 4w + 10u, z = 4v + 6n. Are x, y, z linearly independent or dependent? Select an answer v If x, y, z are linearly dependent, enter a non-trivial linear relation below. Otherwise, enter 0's for the coefficients. x+ y+ z = 0

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