Examples of 'sample standard deviation' in a sentence
Meaning of "sample standard deviation"
This phrase refers to a statistical measure that indicates the variability or dispersion of data points within a sample. It is used to quantify the spread or distribution of values in a sample set, providing insights into the range or diversity of the data. The phrase is commonly used in statistics and data analysis to assess the variability of data points around the sample mean
How to use "sample standard deviation" in a sentence
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sample standard deviation
We will call it the sample standard deviation.
The sample standard deviation of the readings is.
So what we are going to do is estimate it with our sample standard deviation.
Sample standard deviation of x values or y values.
So that is our sample standard deviation.
Sample standard deviation around the regression line.
We estimate this using our sample standard deviation.
The sample standard deviation of group two squared.
But we were able to estimate it with the sample standard deviation.
Corrected sample standard deviation.
This is how we literally divide our sample standard deviation.
A sample standard deviation is an estimate, based on a sample, of a population standard deviation.
But we could estimate it with our sample standard deviation.
Plus my sample standard deviation for the control squared, which is the sample variance.
Only the sample mean and the sample standard deviation are known.
See also
This estimator also has a uniformly smaller mean squared error than the corrected sample standard deviation.
Similarly we can look at the sample standard deviation which measures the volatility.
This is a simple example of how to calculate sample variance and sample standard deviation.
The following is the sample standard deviation formula,.
But the standard deviation in this case, we are measuring the sample standard deviation.
The denominator in the sample standard deviation formula is N - 1, where N is the number of animals.
And then you can also calculate your sample standard deviation.
So the sample standard deviation is approximately 1.6.
Enter the summary statistics in Sample size and Sample standard deviation.
The sample standard deviation is 10.
So in statistics, we just define the sample standard deviation.
Similarly, journal articles report the sample standard deviation unless otherwise specified.
In the next video, we will think about the sample standard deviation.
Thus for very large sample sizes, the uncorrected sample standard deviation is generally acceptable.
Let me do this in a new color -- with using our sample standard deviation.
So arrange the 13 order sample points so the sample standard deviation is approximately 1.6.
The mean weight of the sample is 112 grams with a 40 gram sample standard deviation.
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