Sample standard deviation definition

Sample standard deviation means the standard devi- ation calculated for a set of samples belonging to a larger popula- tion. The sample standard deviation formula contains the quantity “n − 1” in the denominator inside the radical, where n equals the number of samples.
Sample 1Sample 2Sample 3

Examples of Sample standard deviation in a sentence

  • Where: Sn = Sample standard deviation of the number of sublot test values in the setd1, d2, .

  • Where: Sn = Sample standard deviation of the number of sublot test values in the set d1, d2, .

  • For example, when −z < x < z , the correlation between x and x2 is zero.τ Sample standard deviation of residuals of regression of â against a referred to as standard error.

  • Sample standard deviation for hydration rims from western Sierran slope sites.

  • Sample standard deviation is relatively highest in these hypotheses, means wider variation of opinion.

  • Sample standard deviation over the brain grid point for the two algorithms.

  • Sample standard deviation from vector time series of vane2 configuration at cold conditions.

  • Sample standard deviation shall be calculated per ACI 318 section 5.3.1.1 or 5.3.1.2. Documentation of average compressive strength shall also be submitted per ACI 318-11 section 5.3.3.1.

  • Sample standard deviation (s) was computed using the formula; s = √1/N-1 ∑N (x – x)2, where; x …., x = the sample data set, x = mean value of the data set, N = size of sample data set.

  • Where:Sn = Sample standard deviation of the number of sublot values in the set d1, d2.

Related to Sample standard deviation

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