## Linear Algerbra Let vector space V be vector space of single variable real functions. Let real numbers a,b be fixed.

Q1. Let vector space V be vector space of single variable real functions. Let real numbers a,b be fixed. Let ∈ ∗ defined as . The differentiation operator is given by () = ′ on with adjoint ∗. What is ∗()? Q2. Let and be linear transformations from to . Give an explicit counter example…

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