Assuming that t is linear find its standard
Let T : R2 → R2 be the transformation that first performs a horizontal shear that maps e2 into e2 - 5e1 (but leaves e1 unchanged) and then reflects the result through the x2- axis. Assuming that T is linear, find its standard matrix
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let t r2 rarr r2 be the transformation that first performs a horizontal shear that maps e2 into e2 - 5e1 but leaves e1
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