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Chi Square Distribution definitions
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Chi Square Distribution
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Chi Square Distribution
A right-skewed, asymmetric probability model used for analyzing variance, always yielding positive values starting at zero.
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Terms in this set (15)
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Chi Square Distribution
A right-skewed, asymmetric probability model used for analyzing variance, always yielding positive values starting at zero.
Variance
A measure of spread in a dataset, calculated as the square of the standard deviation, essential for confidence intervals.
Critical Value
A threshold from a statistical table that marks the boundary for a specified area under a distribution curve.
Confidence Interval
A range constructed from sample data that likely contains the true population parameter, based on a chosen confidence level.
Degrees of Freedom
A parameter, typically n minus one, indicating the number of independent values in a statistical calculation.
Alpha
The probability of error or the area in the tails of a distribution, calculated as one minus the confidence level.
Chi Square Table
A reference chart listing values for the chi square distribution, organized by area and degrees of freedom.
Right Tail
The portion of a distribution curve extending toward higher values, used for finding certain critical values.
Left Tail
The portion of a distribution curve extending toward lower values, relevant for locating specific critical values.
Chi Square Right
A critical value found using the area to the right, typically alpha divided by two, in the chi square distribution.
Chi Square Left
A critical value determined by the area to the right, calculated as one minus alpha divided by two.
Confidence Level
The proportion of times a confidence interval is expected to contain the true parameter, often expressed as a percentage.
Population Variance
The true measure of spread for an entire population, estimated using sample data and chi square methods.
Standard Deviation
A statistic representing the average distance of data points from the mean, whose square gives variance.
Asymmetry
A property of a distribution where the shape is not mirrored, causing different methods for finding critical values.