Question

How to solve e^-x=5?

Answer 1

Are you familiar with logarithms?

Answer 2

sorta, mostly natural log and base 10.. i forget e. @swagmaster47

Answer 3

You can take the log of both sides so you have\[-xlog(e=\log(5\]

Answer 4

Hi there!
I am going to give a similar example.
\[e^{2x}=2\]\[\ln(~e^{2x}~)=\ln(2)\]\[2x~\ln(~e)=\ln(2)\]\[2x~(1)=\ln(2)\]\[2x=\ln(2)\]\[x=2/\ln(2)\]

Answer 5

The North Korean president is good in maths!

Answer 6

IF, lol:)