Examples of using Sample mean in English and their translations into German
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Colloquial
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Official
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Ecclesiastic
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Medicine
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Financial
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Ecclesiastic
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Political
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Computer
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Programming
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Official/political
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Political
The first entry in that sample means the following.
Maybe your sample mean is here and your population mean is here.
The first entry in the above sample means the following.
Sometimes you will see a mu,and sometimes you will see an x with a line over it for the sample mean.
In this case, the sample mean(eq. Â 3.1) might not be a good estimator.
You take each of the data points,figure out how far they are from the sample mean. You square them.
Well whatever your sample is, your sample mean is always going to be in the middle of it, right?
The sample means that files with similar structure will be translated and packed with asample file only.
If the list is a statistical sample, we call the resulting statistic a sample mean.
And then the sample mean is essentially the same thing, although you use slightly different notation.
Here we used the population mean, but now we will just use the sample mean because that's all we can have.
Sample mean is equal to-- Once again, you take each of the data points now in the sample, not in the whole population.
But there's a reasonable chance that your sample mean-- Your sample is always going to be within your data sample, right?
The sample mean, you just add up the numbers in your sample and divide by the number of data points you have.
I realize I made a slight error in the last video,when I talk about the population and the sample mean.
The sample mean is written as x with a line over it, and that's equal to, once again, the sum of the elements in the sample. .
When the data are collected with this sampling design,a researchers can estimate the population unemployment rate with the sample mean.
In many statistical textbooks, you will find that the coefficient of variation is defined for the sample mean only:the standard error of the sample mean divided by the sample mean.
Instead of taking the arithmetic mean of this entire group of 150 million people, I might just be happytaking the mean of this sample, and that will be called the sample mean.
The whole point of what I'm saying is, when you take a sample, there's some chance that your sample mean is pretty close to the population mean, right?
So we will have two samples, a theoretical difference between the means as well as a range within which we can say that the sample means are equivalent.