Question: please answer with handwritten format. please don't send typed answers. Let V be a finite-dimensional inner product space over F. (a) Parseval's Identity. Let {v1,

please answer with handwritten format. please don't send typed answers.

Let V be a finite-dimensional inner product space over F. (a) Parseval's Identity. Let {v1, v2, ..., Un} be an orthonormal basis for V. For any x, y E V prove that (x, y) = > (x, vi) (y, vi). i=1

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