Lesson 2
1. Lesson 2
Module 4: Polynomials
Lesson 2: Modelling Data with Lines of Best Fit
Focus
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In Lesson 1 you learned about the drama club that determined the revenue it can expect to generate as a function of ticket price. The club also determined the cost of the production as a function of ticket price.
Data Source: PRINCIPLES OF MATHEMATICS 12 by Canavan-McGrath et al. Copyright Nelson Education Ltd. Reprinted with permission.
The following question was posed in Lesson 1: How could the ticket price be determined so that the club could expect revenue to be higher than costs? Finding the equation for a line that would pass through the production cost points would help create a useful model. The drama club would then be closer to finding a ticket price that would make a profit.
In this lesson you will learn how to determine the equation of a line of best fit using a process called regression.
Lesson Outcomes
At the end of this lesson, you will be able to
- use technology to determine the equation of a line of best fit
- use a regression equation to answer questions in a real-world context
Lesson Question
You will investigate the following question: How can a line of best fit be used to model problems?
Assessment
Your assessment may be based on a combination of the following tasks:
- completion of the Lesson 2 Assignment (Download the Lesson 2 Assignment and save it in your course folder now.)
- course folder submissions from Try This and Share activities
- additions to Glossary Terms
- work under Project Connection