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How to rotate the equation of a plane with respect to a point?
Good afternoon.
There is an equation of the plane of the form Ax + By + Cz + D = 0
, there are also its bases, if necessary,
there is some point M (x, y, z
)
Prompt, please, algorithm.
PS Do not offer quaternions =)
Most likely, matrices will help me ...
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In this equation, ABC are the coordinates of the normal vector. You can rotate the normal by simply multiplying by the rotation matrix.
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