Discussion
Logarithms having base ‘e’ are called
Answer: C
A logarithm to base \( e \), where \( e \approx 2.71828 \), is a natural logarithm, written \( \ln x \) or \( \log_e x \).
- Natural - base \( e \), the base at which the derivative of \( \log_b x \) is exactly \( 1/x \), which is why calculus uses it throughout.
- Common - base 10, the one meant by a bare \( \log \) in most arithmetic work.
There is no such thing as a pure or an infinite logarithm; both are invented distractors.
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