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user332573
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comparing odds of two gaussians
So like find how much of the area of a Gaussian distribution (with mean 0 and std dev 1) lies past positive 1?
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comparing odds of two gaussians
find the probability that a number in 0 to 1 (a standard normal random variable) is less than 1 ($\frac{0-(-20)}{\sqrt{10^2+30^2}}$.)? isn't that 100%?
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