Consider the two linear functions h: R3 P2 and g: P2 M2Ã2 given as here. Use these
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Use these bases for the spaces.
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(a) Give the formula for the composition map g —¦ h: R3 †’ M2×2 derived directly from the above definition.
(b) Represent h and g with respect to the appropriate bases.
(c) Represent the map g —¦ h computed in the first part with respect to the appropriate bases.
(d) Check that the product of the two matrices from the second part is the matrix from the third part.
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a Following the definitions gives this b Because we get thi...View the full answer
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