Vijay Singh chauhan Asked a Question June 19, 2022 8:46 pm
30 pts - CSIR NET
- Mathematical Sciences
******** *************************************************************** ******************************************************************** 10) A function f: R R is said to be periodic if there exists p>0 such that f(z+p) = f(«), for all z E R. If f is a continuous periodic function on R, then [Question ID = 24543] f is unbounded Option ID = 38173] 1. 2is unbounded a f is not uniformly continuous (option ID = 38172] 4is uniformly continuous and bounded on l [Option ID = 38170] [Option ID = 38171]
- 0 Likes
- 1 Comments
- Shares