Question

What is x if `log_4(16x) = 1/2`?

Answer 1

`1/8`

Explanation:

According to the definition of logarithm `log_4(16x)=1/2` is equal to `4^(1/2)`=`16x`

`4^(1/2)=2` so you have `2=16x`

Divide both sides by 16, which gives you
`2/16=x` or `x=1/8`