Question

Solve log 6 x = 2 1) 362) 123) 64) 64

Answer 1

Logarithmic Equations

Some equations require the application of the properties of logarithms to solve.

We need to recall the following basic property:

`\begin{gathered} Given\colon \\ \log _ba=p \\ \text{Then:} \\ b^p=a \end{gathered}`

We are given the equation:

`\log _6x=2`

Applying the property written above:

`6^2=x`

Or, equivalently:

x = 36

Answer: 1) 36