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<h1 id="hd_id1000010" dir="auto">Statistics</h1>
<p id="par_id1000010" class="paragraph" dir="auto">Use the data statistics in Calc to perform complex data analysis</p>
<p id="par_id1000020" class="paragraph" dir="auto">To work on a complex statistical or engineering analysis, you can save steps and time by using Calc Data Statistics. You provide the data and parameters for each analysis, and the set of tools uses the appropriate statistical or engineering functions to calculate and display the results in an output table.</p>
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<h2 id="hd_id1000020" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_sampling.html">Sampling</a></h2>
<p id="par_id1000030" class="paragraph" dir="auto"><span class="avis">Create a table with data sampled from another table.</span></p>
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<h2 id="hd_id1000050" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_descriptive.html">Descriptive Statistics</a></h2>
<p id="par_id1000640" class="paragraph" dir="auto"><span class="avis">Fill a table in the spreadsheet with the main statistical properties of the data set.</span></p>
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<h2 id="hd_id1000060" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_anova.html">Analysis of Variance (ANOVA)</a></h2>
<p id="par_id1001240" class="paragraph" dir="auto"><span class="avis">Produces the analysis of variance (ANOVA) of a given data set</span></p>
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<h2 id="hd_id1000090" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_correlation.html">Correlation</a></h2>
<p id="par_id1001740" class="paragraph" dir="auto"><span class="avis">Calculates the correlation of two sets of numeric data.</span></p>
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<h2 id="hd_id1000100" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_covariance.html">Covariance</a></h2>
<p id="par_id1001940" class="paragraph" dir="auto"><span class="avis">Calculates the covariance of two sets of numeric data.</span></p>
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<h2 id="hd_id1000110" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_exposmooth.html">Exponential Smoothing</a></h2>
<p id="par_id1002120" class="paragraph" dir="auto"><span class="avis">Results in a smoothed data series</span></p>
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<h2 id="hd_id1000130" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_movingavg.html">Moving Average</a></h2>
<p id="par_id1002500" class="paragraph" dir="auto"><span class="avis">Calculates the moving average of a time series</span></p>
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<h2 id="hd_id1701201615033510" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_regression.html">Regression Analysis</a></h2>
<p id="par_id1001240" class="paragraph" dir="auto"><span class="avis">Performs linear, logarithmic, or power regression analysis of a data set comprising one dependent variable and multiple independent variables.</span></p>
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<h2 id="hd_id1000150" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_test_t.html">Paired t-test</a></h2>
<p id="par_id1002820" class="paragraph" dir="auto"><span class="avis">Calculates the paired t-Test of two data samples.</span></p>
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<h2 id="hd_id1000180" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_test_f.html">F-test</a></h2>
<p id="par_id1003240" class="paragraph" dir="auto"><span class="avis">Calculates the F-Test of two data samples.</span></p>
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<h2 id="hd_id1000210" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_test_z.html">Z-test</a></h2>
<p id="par_id1003640" class="paragraph" dir="auto"><span class="avis">Calculates the z-Test of two data samples.</span></p>
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<h2 id="hd_id1000240" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_test_chisqr.html">Chi-square test</a></h2>
<p id="par_id1003641" class="paragraph" dir="auto"><span class="avis">Calculates the Chi-square test of a data sample.</span></p>
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<h2 id="hd_id431561808831965" dir="auto"><a target="_top" href="en-US/text/scalc/01/statistics_fourier.html">Fourier Analysis</a></h2>
<p id="par_id1001240" class="paragraph" dir="auto"><span class="avis">Produces the Fourier analysis of a data set by computing the Discrete Fourier Transform (DFT) of an input array of complex numbers using a couple of Fast Fourier Transform (FFT) algorithms.</span></p>
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