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Suppose that a function f(x) is defined for all x in [-1,1]. Can anything be said about the existence of lim x->0 f(x)? Give reasons for your answer.
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no
how come?
the limit may or may not exist
so in other words, lim x->0- might not equal lim x->0+ ?
that is one thing that could happen...it is possible the the right and left hand limits don't exist either
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alright
consider the function f(x) that takes the value 1 if x is rational and the value 0 if x is irrational
limit valuedepends up on the particular function f(x) under consideration.
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