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A vocabulary flashcard deck covering statistical methods, confidence intervals, hypothesis tests, standard deviations, and linear regression analysis.
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Population Mean
The true average value of an entire population, which is distinct from a sample mean calculated from a subset of experimental measurements.
Gaussian Distribution (±1σ Area)
The fraction of measurements expected to lie within plus or minus one standard deviation (±1σ) of the mean in a normal error curve, equal to 0.6826 (or 68.26%).
Standard Deviation (s)
A statistical measure of data precision; a standard deviation close to zero indicates that measurements are clustered near the sample mean, but does not guarantee accuracy relative to the true value.
Relative Standard Deviation (RSD)
A measure of relative precision calculated as standard deviation divided by the mean, which remains unchanged when every value in a dataset is divided or multiplied by a constant factor.
F Test
A statistical test used to compare the variances or standard deviations of two datasets; a calculated F exceeding the critical F value at the 95% confidence level indicates a significant difference in precision.
Degrees of Freedom (df) for Comparing Two Means
The number of independent data values used when comparing the means of two datasets (A and B) with similar variances, calculated as df=nA+nB−2.
One-Tailed t Test
A statistical hypothesis test used to determine whether a sample mean lies specifically above a designated threshold or below a designated limit.
Systematic Error
A reproducible error that skews measurements in one direction, indicated when a t test shows a statistically significant difference between two analytical methods.
Potential Outlier
An extreme data value (sample maximum or minimum) that deviates significantly from the rest of the dataset, often caused by a gross error.
Grubbs Test (G Test)
A statistical procedure used to evaluate whether a single questionable data point (potential outlier) can be legitimately rejected at a specified confidence level.
Method of Least Squares
A mathematical technique that calculates the linear equation y=mx+b for the best-fit line through experimental data points by minimizing vertical (y) deviations.
Linear Range
The concentration interval over which an analytical instrument's output response is directly proportional (a linear function) to the concentration of the analyte.