Solved: (Calculus required) Let V be the vector space of real-valued functions with
Chapter 8, Problem 27(choose chapter or problem)
(Calculus required) Let V be the vector space of real-valued functions with continuous derivatives of all orders on the interval (, ), and let W = F (, ) be the vector space of real-valued functions defined on (, ). (a) Find a linear transformation T : V W whose kernel is P3. (b) Find a linear transformation T : V W whose kernel is Pn. 28.
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