Find the vector equation of the line which passes through the point P(2,-2,0) and is orthogonal to both of the lines below. Hint: A vector is orthogonal to a line if and only if it’s orthogonal to the line’s direction vector. Line 1 = (4,3,-1)+t(3,1,0)Line 2 = (1,3,2)+t(-1,-1,1)
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