Transcript
![Page 1: Fitting a Function to Data Adapted from Walch Education](https://reader037.vdocuments.us/reader037/viewer/2022103023/56649d9d5503460f94a86787/html5/thumbnails/1.jpg)
Fitting a Function to Data
Adapted from Walch Education
![Page 2: Fitting a Function to Data Adapted from Walch Education](https://reader037.vdocuments.us/reader037/viewer/2022103023/56649d9d5503460f94a86787/html5/thumbnails/2.jpg)
Key Concepts
• A graphing calculator can graph a scatter plot of given data and find a regression equation that models the given data.
• Decide whether the data would best be modeled with a quadratic regression, linear regression, or exponential regression.
5.9.2: Fitting a Function to Data 2
![Page 3: Fitting a Function to Data Adapted from Walch Education](https://reader037.vdocuments.us/reader037/viewer/2022103023/56649d9d5503460f94a86787/html5/thumbnails/3.jpg)
Key Concepts, continued.
• To decide which regression model is best, look at the scatter plot of the data you entered.
• After you find the appropriate model using your calculator, you can graph this equation on top of the scatter plot to verify that it is a reasonable model.
5.9.2: Fitting a Function to Data 3
![Page 4: Fitting a Function to Data Adapted from Walch Education](https://reader037.vdocuments.us/reader037/viewer/2022103023/56649d9d5503460f94a86787/html5/thumbnails/4.jpg)
THANKS FOR WATCHING!Ms. Dambreville