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i'm not sure how to approach this. any help would be greatly appreciated!
integral of e^[-(x-1/2z)^2] dx
is that z supposed to be an x?
A logarithm is just a misspelled algorithm.
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No, it's supposed to be a z (a constant).
Can you not just expand the bracket so you are left with
and then use the rule for integrating e?
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i'm not sure how to approach this. any help would be greatly appreciated!
integral of e^[-(x-1/2z)^2] dx
Sure. This makes sense if
That means that we're talking about the famous gaussian integral:
This can be proven in many ways. Polar transform is the common one.
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