. Let L be a linear transformation from RP to Rº and set M:= sup ||L(x)||. ||x||=1 (a) (7 pts) Prove that Ms ||L||. (b)
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. Let L be a linear transformation from RP to Rº and set M:= sup ||L(x)||. ||x||=1 (a) (7 pts) Prove that Ms ||L||. (b)
. Let L be a linear transformation from RP to Rº and set M:= sup ||L(x)||. ||x||=1 (a) (7 pts) Prove that Ms ||L||. (b) (7 pts) Using the linear property of L, prove that if x #0, then ||L(x)|| ||x|| M2
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