You can
put this solution on YOUR website!Logs are exponents, and in this problem,

is an exponent,
and so it is also a log. The base of this log is

I can write

This is normally written as

.I can find this on my calculator.

answer
You can
put this solution on YOUR website!We can get a solution by changing the exponential equation to log form.
Take natural log of both sides of the equation.
In(e^x) = In(2)
The left side becomes x because the natural log of e^x is just x.
We now have this:
x = In(2)
Use calculator to find x.
x = 0.693
NOTE: I also want to add that the decimal number 0.6931471806 can be rounded off to three decimal places. This is why I selected the approximate value for x = 0.693
Is this clear?
You can
put this solution on YOUR website!
Start with the given equation

Take the natural log of both sides

Rewrite the left side using the identity

Evaluate

to get 1

Multiply
-------------------------
Answer:
So our answer is

which is approximately