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Mantu posted an Question
May 25, 2021 • 02:07 am 30 points
  • CSIR NET
  • Mathematical Sciences

+1 2rl+3 (a) (7 points) show that f is continuous on r. 3. let f: rr be a function given by f (r) = (b) (10 points) show that f has unique fixed point. (c) (10

+1 2rl+3 (a) (7 points) Show that f is continuous on R. 3. Let f: RR be a function given by f (r) = (b) (10 points) Show that f has unique fixed point. (c) (10 points) Define a sequence that converges to the fixed point of f. (d) (8 points) Find the fixed point of f.

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