Antima Jangid posted an Question
December 17, 2021 • 13:36 pm 30 points
  • IIT JAM
  • Mathematics (MA)

14. let f:(-1.1)->r be such that f (x) exists and )1 for every n21 and for every xe(-1,1) then f has convergent power series expansion in a neighbourhood of ale

14. Let f:(-1.1)->R be such that f (x) exists and )1 for every n21 and for every xe(-1,1) Then f has convergent power series expansion in a neighbourhood of alevery xe(-1,1) (b) every xE only nmatICS (T JAM MA 2005) (c) no xE(F1,1) Yd) every e 0 1

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