How do I find the derivative of $ln (6^s)$ ?

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Answer 1 · 2015-12-15T09:37:57

$ln(6)$

Here, there is a very easy way to solve the problem.

Use the logarithmic law

$ln (a^r) = r * ln(a)$

Thus, your function can be transformed into

$ln(6^s) = s * ln(6)$

As $ln(6)$ is just a constant, the derivative is easy:

$d/(ds) ln(6) s = ln(6)$

How do I find the derivative of ln (6^s)ln (6^s)?