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how do you find the one- and two-sided limits of f(x) as x 0,1 and 2, if f(x) is defined as: f(x) = x if
how do you find the one- and two-sided limits of f(x) as x 0,1 and 2, if f(x) is defined as:
f(x) = x if x
sin(x) if 0
1 if 2
how can you prove that lim x-> 0 sin(1/x) does not exist.
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