integral of ae^((-x^2)/(5))dx=1 solve for a
\[a \int\limits_{}^{} e^{\frac{ -x ^{2}}{ 5 }}dx = 1\] Is this right?
Wouldn't you need to use Laplace transformations for this? (I forget how to solve it however it just seems like something I've seen before)
What class is this? Just wondering because I might be totally off on my answer.
@megannicole51, we need some limits for the integral.
there arent any
calc 2 at a university level
it says enter 3 decimal points so its not a whole number
with no limits of integration i can't imagine how you would do this problem the integral could be almost anything also i am fairly sure that you are not going to find a nice closed form for \[\int e^{-\frac{x^2}{5}}\]
@SithsAndGiggles Can I take derivative both sides which lead to a =0? what's wrong if I do so?
Join our real-time social learning platform and learn together with your friends!