Please Solve the question in details and please do not use the previous answer provided in answers

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answerhappygod
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Please Solve the question in details and please do not use the previous answer provided in answers

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Please Solve the question in details and please do not use the
previous answer provided in answers
Please Solve The Question In Details And Please Do Not Use The Previous Answer Provided In Chegg 1
Please Solve The Question In Details And Please Do Not Use The Previous Answer Provided In Chegg 1 (17.58 KiB) Viewed 15 times
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
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