Mathematics, 11.02.2020 22:24 levenmartin6p3znbg
Let T W Rn ! Rm be a linear transformation. Show that if T maps two linearly independent vectors onto a linearly dependent set, then the equation T .x/ D 0 has a nontrivial solution. [Hint: Suppose u and v in Rn are linearly inde- pendent and yet T .u/ and T .v/ are linearly dependent. Then 495 c1T .u/ C c2T .v/ D 0 for some weights c1 and c2, not both zero. Use this equation.]
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Let T W Rn ! Rm be a linear transformation. Show that if T maps two linearly independent vectors ont...
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