Question

Question #a8fbe

Answer 1

`10^(1.5335)`

Explanation:

We know `log(3416) = 3.5335` so we can exponentiate and find:

`10^3.5335=3416`

Divide both sides by 100 to get:

`10^3.5335/100=3416/100`

which gives:

`34.16 = 10^3.5335/10^2`

using properties of exponents we have:

`34.16 = 10^(3.5335-2)`

`34.16 = 10^(1.5335)`, which might be what you're looking for but I'm not sure what form the answer should take.