# Transformation matrices

See attached file.

Consider the relationship between the matrices A and B, explore the relationship between A and B and matrices representing other linear transformations derived from F and G. Explore 2 examples for example F+G for various  and , or the composite function FG/

Check that they are linear transformations then find the matrices representing them and see how they relate to A and B (the matrices representing F and G)

After some numerical work, make a general conjecture (analogous to the results stated in the theorem)

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#### Solution Summary

This shows how to make a conjecture using the relationship between transformation matrices.

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