Question

Given logb 2 =1/6, what is logb 4?

Answer 1

Given Data:

`\log _b2=(1)/(6)`

The required value can be determined as,

`\begin{gathered} \log _b4=\log _b2^2 \\ =2(\log _b2) \\ =2*(1)/(6) \\ =(1)/(3) \end{gathered}`

Thus, option (e) is the correct solution.