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    Proving Uniform Continuity of f(x): Let x in [Infinity, 0)

    for u and v in D, |f(u)-f(v)|<epsilon if |u-v|<delta
  2. M

    Proving Uniform Continuity of f(x): Let x in [Infinity, 0)

    Homework Statement let f(x)= (x^2)/(1+x) for all x in [ifinity, 0) proof that f(x) is uniformly continuous. can anyone help me with this problem Homework Equations using the definition of a uniform continuous function The Attempt at a Solution i did long division to simplify the...
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