- 1 Point Four Of The Vertices Of A Parallelepiped Are A 9 3 5 B 10 4 3 C 7 6 10 And D 3 9 1 (399.69 KiB) Viewed 32 times
= (1 point) Four of the vertices of a parallelepiped are A = (-9,3,5), B = (-10, –4,3), C = (-7, -6, 10), and D = (-3,9,6). Three of the edges of the parallelepiped are AB, AC, and AD. Find the volume of the parallelepiped. Volume is 289 Find the other four vertices of the parallelepiped. Vertices are (-8,-13,8),(-4,2,4),(-1,0,11),(-2,-7,9) (Enter your answer as a comma-separated list of points.) Point A is contained in three planar faces of the parallelepiped. Each of the other three faces of the parallelepiped is contained in a plane. Find the distances between A and these three planes. Distances are (Enter your answer as a comma-separated list of numbers.) Three planar faces of the parallelepiped meet at point A. Each of these faces is contained in a plane. Find the three acute pairwise angles between these three planes. Angles are (Enter your answer as a comma-separated list of numbers.)