# SECTION 3 - University of Manitoba

The last two results must be approached with **care**. Because the logarithm function is multiple-valued, each equation must be interpreted as saying that given values for the logarithm terms, there is a value of k for which the equation holds. It is also possible to write these equations in the forms log(z1z2)=logz1 +logz2, (3.24a) log z1 z2 ...

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2.2. **Limits of Functions** We now start the real content of the course. A limit is a tool for describing how (real-valued) **functions** behave close to a point. We write lim x→a f(x) = L and say “the limit of f(x), as x approaches a, equals L”; if the values of …

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