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Bumped by Community user
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Nick Cox
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What's the relationship between height of normal distribution curve and it'sits height at the point that marks 34% deviation from the mean (1 SD)?

As in the title, I'm looking to finfind what's the relationship between the total height of the normal distribution curve and the height at the point where x=standard deviation. At the plot below the height seems to be around 0.63*total height, where total height is given by ~0.4/sigma, but how to get it mathematically?

Thanks

https://en.wikipedia.org/wiki/Standard_deviation#/media/File:Standard_deviation_diagram.svg

What's the relationship between height of normal distribution curve and it's height at the point that marks 34% deviation from the mean (1 SD)?

As in the title, I'm looking to fin what's the relationship between the total height of the normal distribution curve and the height at the point where x=standard deviation. At the plot below the height seems to be around 0.63*total height, where total height is given by ~0.4/sigma, but how to get it mathematically?

Thanks

https://en.wikipedia.org/wiki/Standard_deviation#/media/File:Standard_deviation_diagram.svg

What's the relationship between height of normal distribution curve and its height at the point that marks 34% deviation from the mean (1 SD)?

I'm looking to find what's the relationship between the total height of the normal distribution curve and the height at the point where x=standard deviation. At the plot below the height seems to be around 0.63*total height, where total height is given by ~0.4/sigma, but how to get it mathematically?

https://en.wikipedia.org/wiki/Standard_deviation#/media/File:Standard_deviation_diagram.svg

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Jed
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What's the relationship between height of normal distribution curve and it's height at the point that marks 34% deviation from the mean (1 SD)?

As in the title, I'm looking to fin what's the relationship between the total height of the normal distribution curve and the height at the point where x=standard deviation. At the plot below the height seems to be around 0.63*total height, where total height is given by ~0.4/sigma, but how to get it mathematically?

Thanks

https://en.wikipedia.org/wiki/Standard_deviation#/media/File:Standard_deviation_diagram.svg