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Let P be a plane containing the points X(1,0,0), Y(0,1,0) and Z(0,0,-1). Find a vector, n, orthogonal to the vectors XY and XZ. Let B be the point (1,0,2). You may assume that B does not lie on P. Find the length of the projection of BX in the direction of n. Find also the lengths of the projections of BY and BZ in the direction of n
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