Examples of using The standard deviation in English and their translations into Thai
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
It's the standard deviation.
You see, it's 63.8 which is the standard deviation.
And the standard deviation is 6.3.
Let's say 2.79 is the standard deviation.
The standard deviation here is 1.
People also translate
We know what the standard deviation is.
The standard deviation slots strategy.
So this is 10 times the standard deviation.
And the standard deviation is 0.5.
Now what happens when you change the standard deviation.
This is the standard deviation.
So they gave us the mean and the standard deviation.
When the standard deviation is 2, we see that.
This has 10 times more the standard deviation than this.
The standard deviation of this distribution is 0.099.
Or I could write the standard deviation there.
So the standard deviation-- maybe I will draw it this way.
Times the standard deviation of this distribution.
That means they fall substantially below the standard deviation.
Let's do the standard deviation of this distribution.
You know the variance, which is the standard deviation squared.
The standard deviation of his coordinates are getting further away.
So the smaller the standard deviation the closer a.
I'm just saying the standard deviation of that distribution.
Look nice, but the end result is we said that that first data set has 10 times the standard deviation as the second data set.
We know what the standard deviation of the population is.
And so it would be roughly 1/3 third of the standard deviation along the way, right?
And the standard deviation--- this comes straight from the central limit theorem.