Asked by Goms
                Calculate the new coordinates of a block rotated about x axis by an angle of = 30 degrees. The original coordinates of the block are given relative to the global xyz axis system.
A(1, 1, 2) B(2, I, 2) C(2, 2, 2) D(1, 2, 2) E(1, 1, 1) F(2, 1, 1) G(2, 2,1) 11(1, 2, 1).
            
            
        A(1, 1, 2) B(2, I, 2) C(2, 2, 2) D(1, 2, 2) E(1, 1, 1) F(2, 1, 1) G(2, 2,1) 11(1, 2, 1).
Answers
                    Answered by
            Steve
            
    just plug the coordinates into your rotation matrix Rx:
1 0 0
0 cosθ -sinθ
0 sinθ cosθ
A' = Rx * A<sup>T</sup>
and so on
    
1 0 0
0 cosθ -sinθ
0 sinθ cosθ
A' = Rx * A<sup>T</sup>
and so on
                    Answered by
            Sam
            
    thanks
    
                    Answered by
            Alan
            
    Can anyone please provide a detailed answer for this question
    
                    Answered by
            jamrerrmern f fj
            
    ndeu495454 43mis1w
    
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