Curve of Best Fit 1 With Desmos Mathematics Instructional Plan
Curve of Best Fit 2 Mathematics Instructional Plan
We're Playing Basketball Task Template and Student Version of Task
Modeling Data Using an Appropriate Function - Mathematics Instructional Plan
Exploration of Curve of Best Fit - Mathematics Instructional Plan
Determining the Curve of Best Fit for Quadratic Functions and Models - Mathematics Instructional Plan
Formative Assessment - Collect and analyze data, determine the equation of the curve of best fit in order to make predictions and solve practical problems, using mathematical models of quadratic and exponential functions - Just in Time Quick Check, Teacher Notes, and Supporting Resources
In the Ball Bounce task, teams of three students collect real-time ball bounce data for two minutes to organize, display and use to form predictions. After collecting and organizing their data, students first observe how the data behave. Then they make predictions using data, scatterplots, or the equation of the curve of best fit to solve a
practical problem. This task offers students collaborative experience in using mathematical models of linear functions.
Just in Time Quick Check Curve of Best Fit
Students use average temperature data from CityRating.com to find and use a curve of best fit for the average temperature in Richmond, Virginia.