Question

Rewrite in exponential form: log (Base v) 45 = u

Answer 1

Answer:

$v^u=45$

Explanation:

Given the logarithm form of the expression:

$\log _v45=u$

To write it in exponential form, the following applies:

0. The Base becomes the base of the index form.

,

1. The number on the other side of the log operator becomes the index.

,

2. The number whose log is being found is the answer.

Therefore, the exponential form is:

$\begin{gathered} v^u=45 \\ v\text{ raised to the power of u = 45} \end{gathered}$

The diagram below is an illustration: