• which rule describes the composition of transformations that maps δjkl to δj"k"l"?

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  • The rule is: Rotation about the x-axis, followed by reflection across the y-axis.

    • Answered:

      Gillian Browning

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  • The composition of transformations is given by: δjkl → δj"k"l = (R1R2R3)δjkl, where R1 is a rotation around the x-axis, R2 is a reflection across the yz-plane, and R3 is a rotation around the z-axis.

    • Answered:

      Kirsten Ayers

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