Homework Statement
Recall that a function G(x) has the limit L as x tends to 1, written
lim as x -> infinity
G(x) = L,
if for any epsilon > 0, there exists M > 0 so that if x > M , then
|G(x) L| < epsilon.
This means that the limit of G(x) as x tends to 1 does not exist if for
any L and...