TI 83 Linear Regression
TI 83 Linear Regression: Overview
Linear regression is tedious and prone to errors when done by hand, but you can perform linear regression in the time it takes you to input a few variables into a list. Linear regression will only give you a reasonable result if your data looks like a line on a scatter plot, so before you find the equation for a linear regression line you may want to view the data on a scatter plot first. See this article for how to make a scatter plot on the TI 83.
TI 83 Linear Regression: Steps
Sample problem: Find a linear regression equation (of the form y = ax + b) for x-values of 1, 2, 3, 4, 5 and y-values of 3, 9, 27, 64, and 102.
Step 1: Press STAT, then press ENTER to enter the lists screen. If you already have data in L1 or L2, clear the data: move the cursor onto L1, press CLEAR and then ENTER. Repeat for L2.
Step 2: Enter your x-variables, one at a time. Follow each number by pressing the ENTER key. For our list, you would enter:
Step 3: Use the arrow keys to scroll across to the next column, L2.
Step 4: Enter your y-variables, one at a time. Follow each number by pressing the enter key. For our list, you would enter:
2 7 Enter
6 4 Enter
1 0 2 Enter
Step 5: Press the STAT button, then use the scroll key to highlight “CALC.” Press ENTER.
Step 6: Press 4 to choose “LinReg(ax+b)”. Press ENTER. the TI 83 will return the variables needed for the equation. Just insert the given variables (a, b) into the equation for linear regression (y=ax+b). For the above data, this is y = 25.3x – 34.9.
That’s how to perform TI 83 Linear Regression!
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