Correlation – Year 12 – Mathematics Standard
This program of learning addresses content from the focus area of Bivariate data analysis.
Syllabus
Syllabus outcomes and content descriptors from Mathematics Standard 11–12 Syllabus (2024) © NSW Education Standards Authority (NESA) for and on behalf of the Crown in right of the State of New South Wales, 2024.
Unit 1 – correlation
A 9-lesson unit for Year 12 with resources.
The lessons and sequences in this program of learning are designed to allow students to investigate bivariate datasets, focusing on the distinction between one-variable and bivariate data and on the relationship between independent and dependent variables.
Students will learn to identify correlation compared to causation, represent bivariate data using scatter plots and create lines of best fit.
Introduction
Lesson 1 – variables and scatter plots
Lesson 2 – creating scatter plots using spreadsheets
- Creating scatter plots using spreadsheets (DOCX 1.4 MB)
- Creating scatter plots using spreadsheets – slide deck (PPTX 2.4 MB)
- Creating scatter plots using spreadsheets (XLSX 54 KB)
Lesson 3 – formalising correlation
Lesson 4 – Pearson's correlation coefficient
Lesson 5 – creating and using the line of best fit by hand
- Creating and using the line of best fit by hand (DOCX 7.8 MB)
- Creating and using the line of best fit by hand – slide deck (PPTX 4.0 MB)
Lesson 6 – finding and using the equation of the line of best fit
- Finding and using the equation of the line of best fit (DOCX 4.6 MB)
- Finding and using the equation of the line of best fit – slide deck (PPTX 5.0 MB)
Lesson 7 – interpreting the equation of the line of best fit
- Interpreting the equation of the line of best fit (DOCX 3.2 MB)
- Interpreting the equation of the line of best fit – slide deck (PPTX 3.2 MB)
Lesson 8 – least squares regression line
Lesson 9 – modelling bivariate data using a spreadsheet
Last modified date
03/07/2026
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