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Question 5 (1 point) Choose the scalar equation for the plane through the point (5,0,2) with normal vector n = (-3, -2, 2). ( a) 5x +2z - 11 = 0 ( b) 5x + 2z + 11 = 0 c) -3x - 2y + 2z +11 = 0 ( d) 3x - 2y + 2z - 11 = 0Question 6 {1 point] Which of the following is a point on the plane with equation = [-3, -2, 2] + t[2, 2, -2] + Ell. -1. 2} ? O a] {-1, -3. 4} O b] (2, 2, -2) O c} {1, -1, 2) Q d} {1, o, 1} Question 7 (1 point) Which of the following is an equation for the plane through the point (4,-1,5) and parallel to the xy-plane ? ( a) 4x - y + 5z = 0 O b) z - 5 = 0 Och z = - 5 O d) 4x - y + 52 = 0Question 8 (1 point) Choose the point of intersection of the yz-plane and the x-axis. O a) (0, 0, 1) O b) (0, 1, 1) O c) (1, 0, 0) O d) (0, 0, 0)Question 9 {1 point] Choose the word or phrase that best describes the geometric interpretation of the two planes with equations x + 23! + 32 - 6 = D and 4x + By + 121 6 = 0. O a] perpendicular 0 l3] parallel and distinct 0 Cl coincident 0 5\" none of the above Question 10 [1 point) Which of the following is a correct geometrical interpretation of the intersection of the planes x2=O y1=D md z+3=m O a] The planes intersect at the point [2,1,3]. 0 b) The planes intersect at the point (0,0,0). 0 C) The planes intersect at the point (-2.43)- O C\" The planes do not intersect

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