Rudra dev Asked a Question
September 8, 2020 1:57 pmpts 30 pts
Let f:(0,co)->R be uniformly continuous. Then (a) 0 lim s(x) and lim s(x) exist (b) lim f(x) exists but lim f(x) need not exist (c) lim f(x)need not exist but lim f(x) -40 exists (d) Neither im f(x) nor lim f(x) need exist
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  • Deepak singh Best Answer
    just take f(x)=x which is uniformly continuous , option a,c,d will be discarded..so option b is correct..
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  • Deepak singh thankyou
    if any doubt then ask
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  • Deepak singh
    see
    • cropped8985130791104381932.jpg
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    Rudra dev
    thanks deepak sir...