Given a 3-dimensional coordinate system A, what is the rotation matrix so that the 3-dimensional coordinate system B has the same orientation as A?

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The result I am trying to prove is

Given a 3-dimensional coordinate system A, what is the rotation matrix so that the 3-dimensional coordinate system B has the same orientation as A?

I am able to derive the rotation matrices when both coordinate systems share one axis, i.e. rotation along the x,y and z axes. I wonder if it is possible to use this result to derive the prior problem