Prove that if I is defined for IxI < r and if there exists a constant B such that I I(n)
Chapter 9, Problem 11(choose chapter or problem)
Prove that if I is defined for IxI < r and if there exists a constant B such that I I(n) (x) I ~ B foralllxl < rand n EN, then the Taylor series expansion00 I(n) (0) L xn
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