Bivariate Data Revision Flashcards

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Vocabulary flashcards covering key statistical terms, linear regression, two-way tables, and seasonal indices based on the revision material.

Last updated 7:19 AM on 9/8/26
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14 Terms

1
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Linear Regression Model (TT and nn)

A mathematical model fitted to quantitative bivariate data to represent the linear relationship between daily temperature in degrees Celsius (TT) and the number of icy poles sold (nn).

2
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Correlation Coefficient (rr)

A statistical value that indicates the direction and strength of the linear association between daily temperature (TT) and icy poles sold (nn).

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Coefficient of Determination (r2r^2)

A statistical metric calculated to four decimal places that gives the proportion of variation in the dependent variable explained by the variation in the independent variable.

4
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Residual Plot Point (12,6.56)(12, 6.56)

A data point on a residual plot indicating that at an observed temperature of 12 degrees Celsius12\text{ degrees Celsius}, the actual number of icy poles sold was 6.566.56 units higher than predicted by the linear regression model.

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Electricity vs Temperature Variables

A quantitative bivariate dataset where Temp in degrees Celsius is represented by xx and Electricity usage in kWh\text{kWh} is represented by YY.

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Gradient (aa)

In the linear model relating electricity usage to temperature, the parameter aa represents the rate of change of electricity consumption in kWh\text{kWh} per unit change in temperature.

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Y-intercept (bb)

In the linear model relating electricity usage to temperature, the parameter bb represents the baseline electricity consumption in kWh\text{kWh} when the temperature is 0 degrees Celsius0\text{ degrees Celsius}.

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Two-Way Categorical Frequency Table

A summary grid used to organize bivariate categorical data by classifying total responses into categories such as In favour or Against regarding Cats and Dogs.

9
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Quarterly Seasonal Index Table

A structured table displaying quarterly seasonal indices across multiple years (2021–2023) to measure recurring quarterly variation relative to the average.

<p>A structured table displaying quarterly seasonal indices across multiple years (2021–2023) to measure recurring quarterly variation relative to the average.</p>
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Deseasonalised Data

Time series values calculated by dividing actual observed measurements (such as Hobart quarterly rainfall in mm\text{mm}) by their corresponding seasonal indices to remove underlying seasonal effects.

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Seasonal Index Sum Rule

The property that the sum of all seasonal indices across four quarters in a year must equal 4.04.0, used to calculate missing quarterly indices when given the remaining quarters.

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Deseasonalised Rainfall Formula

The mathematical ratio calculated as Deseasonalised Rainfall=Actual RainfallSeasonal Index\text{Deseasonalised Rainfall} = \frac{\text{Actual Rainfall}}{\text{Seasonal Index}}, used to adjust recorded rainfall (e.g., 33 mm33\text{ mm} with an index of 1.11.1).

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<p>Percentage Column Chart Grid</p>

Percentage Column Chart Grid

A graphing grid with a vertical axis scaled from 00 to 100100 used to construct comparative column charts for categorical percentage distributions.

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<p>Time Series Plot Grid</p>

Time Series Plot Grid

A coordinate axes grid with a y-axis from 00 to 6060 and an x-axis from 00 to 1212, used for plotting seasonal and deseasonalised rainfall trends across 12 quarters.