Find a line that lies entirely in the set defined by the equation x + y...

  

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Find a line that lies entirely in the set defined by the equation x + y z = 1 - Suppose v, w E R are orthogonal unit vectors. Let u = v x w. Show that w = u x v and V = W X U. Find a line that lies entirely in the set defined by the equation x + y z = 1 - Suppose v, w E R are orthogonal unit vectors. Let u = v x w. Show that w = u x v and V = W X U.