Descriptive Statistics dialog box |
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Use this dialog box to compute some basic statistics for the selected samples.
Input
Specifies the worksheet location of the input data for this operation.
Provides a reference to the extent of the data available in the currently active worksheet. Use this range as a guide for typing valid extents in the Input Range box.
Type in this box the range of cells containing the data you want to use as input for this command.
Refer to Specifying Input Arguments for additional information on this subject.
Output
Specifies the worksheet location for placing the results of this operation.
Select this option to place the results of this operation in a new document workbook.
Select this option to place the results of this operation in a new worksheet.
Select this option to place the results of this operation starting at the worksheet location specified in the box to the right of this option.
Refer to Specifying Output Locations for additional information on this subject.
Series Context
Select this option to specify that the data specified by the Input Range box is organized in columns.
Select this option to specify that the data specified by the Input Range box is organized in rows.
Select this option to specify that the data specified by the Input Range box is one series ordered across columns.
Select this option to specify that the data specified by the Input Range box is one series ordered across rows.
Refer to Specifying Input Arguments for additional information on this subject.
Options
Type in this box a confidence level for calculating the margin of error for the population mean and the confidence interval for the population variance.
Refer to Margin of Error of the Mean, Confidence Interval for the Population Variance and Statistical Inference, Decision Theory and Hypothesis Testing for additional information on this subject.
Closes the dialog box and carries out this operation.
Closes the dialog box without carrying out this operation.
Operation Output
The arithmetic mean of the sample, defined as:
Median
The median of the sample, taken as the mid-value for an odd number of items (or the mean between the 2 mid-values for an even number of items), from the list of values in the samples arranged in order of magnitude.
Mode
The mode of the sample, taken as the first most frequently occurring value in the sample, if one exists. If more than one mode is present in the sample, the same are listed at the end of the report.
Geometric Mean
The geometric mean of the sample, calculated as:
![]() | The geometric mean is valid if all the values in a sample are greater than zero. |
Harmonic Mean
The harmonic mean of the sample, calculated as:
![]() | The harmonic mean is valid if no value is equal to zero. |
Mean Deviation
The mean deviation of the sample, calculated as:
Root Mean Square
The root mean square of the sample, calculated as:
If this sample represents the population, then the following quantity is the population variance:
If this sample represents the population, then the following quantity is the population standard deviation:
The unbiased sample variance, calculated as:
Sample Standard Deviation
The sample standard deviation, calculated as:
Standard Error
The standard error of the sample mean, calculated as:
Skewness
The skewness, calculated as:
Standard Error of Skewness
The standard error of skewness, calculated as:
,
Kurtosis
The kurtosis, calculated as:
,
,
Standard Error of Kurtosis
The standard error of kurtosis, calculated as:
Count
The number of items in the sample.
Sum
The sum of all values in the sample:
Minimum Value
The minimum value in the sample.
Maximum Value
The maximum value in the sample.
Range
The difference between the maximum and minimum values of the sample.
The margin of error for the population mean, derived from the Student's t-distribution with N-1 degrees of freedom. This value represents a distance from the sample mean, where finding the population mean has the probability specified in Confidence Level.
Confidence Interval for the Population Variance
The confidence interval for the population variance, derived from the chi-square distribution with N-1 degrees of freedom. The Low and High values delimit the interval where finding the population variance has the probability specified in Confidence Level.
Additional Modes
Additional modes in the sample, if such values exist, are listed in this and continuing rows.
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