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(Solved): The angle between two planes is the smallest angle \theta between the normal vectors of the planes, ...
The angle between two planes is the smallest angle
\theta between the normal vectors of the planes, where the directions of the normal vectors are chosen so that
0<=\theta <=(\pi )/(2). Find the angle between the planes
6x+2y-3z=0and
-7x+y+6z=0. The angle between the planes is
?(Do not round until the final answer. Then round to the nearest degree as needed.)
