# e2x=0

• Sep 24th 2013, 04:49 AM
awesome31311
e2x=0
How
• Sep 24th 2013, 04:52 AM
Plato
Re: e2x=0
Quote:

Originally Posted by awesome31311
How

How what?
• Sep 24th 2013, 05:12 AM
awesome31311
Re: e2x=0
Solve for x
• Sep 24th 2013, 05:17 AM
Plato
Re: e2x=0
Quote:

Originally Posted by awesome31311
Solve for x

What does one multiply $e^2$ by to get $0~?$

Or $\frac{0}{e^2}=~?$
• Sep 24th 2013, 05:34 AM
Prove It
Re: e2x=0
I think that the question is to solve \displaystyle \begin{align*} e^{2x} = 0 \end{align*}. The answer is, there is no possible value of x to make an exponential equal 0.
• Sep 24th 2013, 06:26 AM
awesome31311
Re: e2x=0
Thanks guys :)
• Sep 24th 2013, 06:34 AM
votan
Re: e2x=0
Quote:

Originally Posted by awesome31311
Solve for x

Is it e^(2*x) or (e^2)*x, or (e^x)*2.
• Sep 24th 2013, 07:07 AM
awesome31311
Re: e2x=0
e^(2x)
• Sep 24th 2013, 07:16 AM
votan
Re: e2x=0
Quote:

Originally Posted by awesome31311
e^(2x)

What sign of x makes the exponential to decrease? Does this help?