Matrix Rotations and Transformations - MATLAB & Simulink …
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Create Rotation MatricesRotate About Each Axis in Three DimensionsScale and RotateCheck Properties of Rotation Matrix RScale the surface by the factor 3 along the z-axis. You can multiply the expression for z by 3, z = 3*z. The more general approach is to create a scaling matrix, and then multiply the scaling matrix by the vector of coordinates. Rotate the scaled surface about the x-, y-, and z-axis by 45 degrees clockwise, in order z, then y, then x. The rotation ...See more on mathworks.com Scale the surface by the factor 3 along the z-axis. You can multiply the expression for z by 3, z = 3*z. The more general approach is to create a scaling matrix, and then multiply the scaling matrix by the vector of coordinates. Rotate the scaled surface about the x-, y-, and z-axis by 45 degrees clockwise, in order z, then y, then x. The rotation ...
Scale the surface by the factor 3 along the z-axis. You can multiply the expression for z by 3, z = 3*z. The more general approach is to create a scaling matrix, and then multiply the scaling matrix by the vector of coordinates. Rotate the scaled surface about the x-, y-, and z-axis by 45 degrees clockwise, in order z, then y, then x. The rotation ...
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