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6 Nov 2019
Consider the point P(2,3,1) and the line L given by the parametric equation: X=1+2t,y=2-y, z=-1 +3t. Find the distance of the P from the line L. Write an equation of the plane that contains both the point P and line L. Check that the point Q(1,4,2) is NOT on the plane found in part(b). Now compute the distance of Q from the plane found in part(b). Give the parametric equation of the line intersection of the planes 2x-z =4 and the plane found in part (b). Show transcribed image text
Consider the point P(2,3,1) and the line L given by the parametric equation: X=1+2t,y=2-y, z=-1 +3t. Find the distance of the P from the line L. Write an equation of the plane that contains both the point P and line L. Check that the point Q(1,4,2) is NOT on the plane found in part(b). Now compute the distance of Q from the plane found in part(b). Give the parametric equation of the line intersection of the planes 2x-z =4 and the plane found in part (b).
Show transcribed image text 12 Jul 2023