Logarithms are exponents.
\(\log _A(B)\) is the thing you raise \(A\) to, to get \(B\).
And, we have seen that any expression in any base can be expressed in base \(e\). Therefore, we can focus our attention on base \(e\).
\(\ln (B)\) is the thing you raise \(e\) to, to get \(B\).
We now want to extend this relationship to the Complex Numbers.
Learning Outcomes
In this section, students will
- work with the complex logarithm.
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more examples can be found by following this link
More Examples of Complex Logarithms