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Vijay posted an Question
June 06, 2022 • 19:37 pm 30 points
  • CSIR NET
  • Mathematical Sciences

Consider the function tan x on the set s=xr:x20.rkt +5 for any & enu0 we say that it has a fixed point in s if exessuch that tan x= x. then a. there is a unique

Consider the function tan x on the set S=xR:x20.rkt +5 for any & eNu0 We say that it has a fixed point in S if ExESsuch that tan x= x. Then A. there is a unique fixed point. B. there is no fixed point. C. there are infinitely many fixed points. D. there are more than one but finitely many fixed points.

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