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Question 1 (1 point) The following planes m : X - y+5=0& 1 : x+y+z =10 are O the exact same plane O perpendicular O both contain the point (-5,0,0) O parallelQuestion 10 (2 points) The vector equation of the plane given by x =1 - 51 y = 4+8 2 = where s, t ER is Ow = (1, 4, 0) + s(0, 1, -1) + t( -5, 0, 0) where s, tER Ou = (-5, 1, 1) + s(1, 4, -5) + t(4, -2,5) where s, teR D = (-5, 0, 0) + s(1, 4, 0) + t(0, -1, 1) where s, tek On = s(0,1, -1) +t(-5,0, 0) where s, tek Ov = (1, 4, 0) + 8(0, 1, -1) where s ERQuestion 12 (1 point) There is only one normal vector to a plane O True C FalseQuestion 13 (2 points) The vector perpendicular to the plane given by x =1 - 5t y = 4+8 Z = -S where s, t ER is O ( 1, - 2, 3 ) O (-4,5,0) O (1,4,0) O (1,1,0) O (0, 5, 5)Question 2 (2 points) Determine the Cartesian Equation of a plane that has a normal vector (6,-5,12) and passes through the point (5,8,-3). Obx - 5y + 12z + 46 =0 5x + 8y - 3z - 46 = 0 6x-5y+12z=0 6x - 5y + 12z - 46 =0 5x + 8y - 3z + 46 =0Question 4 (1 point) The symmetric equation of the (fine : 5 : _2 : 1 contains the point 0 (0,0,0) 0 (1,-3,5) O (-1,3,5) 0 (5,-2,1) O (1,5,6) Question 7 (2 points) What angle does the plane y + z = 0 make with the xy plane? 23.46 degrees 60 degrees 120 degrees 45 degrees 30 degrees