Question: Let T be a linear transformation that maps R n onto R n . Show that T - exists and maps R n onto
Let T be a linear transformation that maps Rn onto Rn. Show
that T-¹ exists and maps Rn onto Rn. Is T-¹ also one-to-
one?
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If T maps Rn onto Rn then the columns of its standard matrix A ... View full answer
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