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Integrate the following: \( \large \frac{1}{\sqrt{2 \Pi}}e^{- \frac{u^2}{2}} \)
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It doesn't have an elementary anti-derivative.
hmmm so what wld the answer be?
Find the Maclaurin series and then integrate that, if you want to make approximations.
It looks like some sort of probability function.
Nahhhh Forget it. Its stats so I will normalize it
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Thanks :)
you'll need to know gamma functions to evaluate that integral...
that too if you have limits from 0 to infinity...that is definite integration
Actually its a normal distribution so I didnt realize but I had a table in the back of my book giving me the exact values :)
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