Question

Ln(x)=1.5
solve for x
...?

Answer 1

It is a very simple problem, if you know the way for representing it in a proper manner. There are basically no complications associated with this problem.

Ln(x) = 1.5
Then
x = e^1.5
= 4.48
I hope the procedure is simple enough for you to understand. I also hope that this is the answer that you were looking for and the answer has actually come to your desired help.

Answer 2

`x=4.48169`

Explanation:

We must remember first the definition of logarithm:

`log_(b)a=c\\ b^(c)=a`

When our base (
`b`) is
`e`(Euler's number≈2.72) we write it as

`ln(a)=c\\e^(c)=a`

Now for our case we have

`ln(x)=1.5`

we solve for x as we defined before (
`x` will be our
`c` and 1.5 will be our
`a`)
`e^(1.5)=x\\x=4.48169`