Please Solve the question in details and please do not use the
previous answer provided in answers
13. Let V be a closed subspace of H and P the orthogonal projection of H onto V. For any а normed linear space X and T E L(V, X), show that T o P belongs to L(H, X), and is an extension of T: V X for which || T o P || = ||T||. -> o
Please Solve the question in details and please do not use the previous answer provided in answers
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