TI Calculator Creating a Scatterplot … Step #1 – Enter the Data

Slides:



Advertisements
Similar presentations
Graphing the Line of Best Fit Sensei By: Gene Thompson, PHS Edited: John Boehringer, PHS.
Advertisements

1.5 Scatter Plots and Least Squares Lines
TI-84 Graphing Calculator
Exponential Regression
Linear Correlation and Regression
Using TI graphing calculators
Scatter Plots with Your calculator Section 4-6. Page 636#10.
Identifying the general polynomial shape Example 1 General Rule: Basic polynomial function is one more that the number of direction changes.
7.7: Write and Apply Exponential and Power Functions
Box Plots Calculator Commands 12/1/10. CA Stats Standard 3.02 Locating the 5-Number Summary on TI83/84 A box plot is a graph of the 5-# Summary for a.
EXAMPLE 3 Approximate a best-fitting line Alternative-fueled Vehicles
The TI-83 Calculator Bruce Thomas Mathematics Department Kennesaw State University
1 Summary Stats from the TI-83/84 Press STAT, Enter (for EDIT) If there are old data under L1: –Press the up arrow, then CLEAR, ENTER Enter data values.
Plotting coordinates into your TI 84 Plus Calculator.
Graphing Scatter Plots and Finding Trend lines
5-7 Scatter Plots. _______________ plots are graphs that relate two different sets of data by displaying them as ordered pairs. Usually scatter plots.
Setting Up Clear any equations or lists from your calculator to start! Clear any equations or lists from your calculator to start! ~From the Y= list ~From.
Using the TI-83+ Creating Graphs with Data. Preparing to Graph  Once the calculator is on and you have entered data into your lists, press the “Y=“ button.
Dealing with Data Basic Steps to Using the TI-83 Graphing Calculator.
Math on the Mind Model y = –2x + 4 with a table of values and a graph.
Academy Algebra II 4.2: Building Linear Functions From Data HW: p (3-8 all,18 – by hand,20 – calc) Bring your graphing calculator to class on Monday.
Review 1) How do you enter a set of data into your graphing calculator? How do you find a line of best fit for that set of data? 2)Find the length and.
Draw Scatter Plots and Best-Fitting Lines Section 2.6.
For all work in this unit using TI 84 Graphing Calculator the Diagnostics must be turned on. To do so, select CATALOGUE, use ALPHA key to enter the letter.
1 Scatter Plots on the Graphing Calculator. 12/16/ Setting Up Press the Y= key. Be sure there are no equations entered. If there are any equations,
1 Scatter Plots on the Graphing Calculator. 12/16/ Setting Up Press the Y= key. Be sure there are no equations entered. If there are any equations,
Mr. Walter’s Notes on How to Use the Calculator to Find the Equation of a Line when you Know Coordinate Points.
9.1 - Correlation Correlation = relationship between 2 variables (x,y): x= independent or explanatory variable y= dependent or response variable Types.
Sec. 2-4: Using Linear Models. Scatter Plots 1.Dependent Variable: The variable whose value DEPENDS on another’s value. (y) 2.Independent Variable: The.
When you finish your assessment In 2-3 complete sentences answer each question 1. How is the first unit going for you so far in this class? 2. If you are.
2.5 Using Linear Models P Scatter Plot: graph that relates 2 sets of data by plotting the ordered pairs. Correlation: strength of the relationship.
USING THE CALCULATOR 3.2 Residuals and the Least-Squares Regression Line.
Apply polynomial models to real- world situations by fitting data to linear, quadratic, cubic, or quartic models.
Yes no = -9= 0 = -4 = -5/6.  Students will learn: ◦ To write an equation for a line of best fit and use it to make predictions. The trend line that.
Regression on the Calculator Hit the “STAT” button and then select edit Enter the data into the lists. The independent data goes in L 1 and the dependent.
Scatterplots and Linear Regressions Unit 8. Warm – up!! As you walk in, please pick up your calculator and begin working on your warm – up! 1. Look at.
Unit 3 Section : Regression Lines on the TI  Step 1: Enter the scatter plot data into L1 and L2  Step 2 : Plot your scatter plot  Remember.
Calculating the Least Squares Regression Line Lecture 40 Secs Wed, Dec 6, 2006.
1.8 Quadratic Models Speed (in mi/h) Calories burned Ex. 1.
Linear Regression A step-by-step tutorial… Copyright © 2007 College of the Redwoods First edition by Aeron Ives.
Using the Calculator to Graph Scatter Plots. Everything we just learned about Scatter Plots we will now do with the calculator. Plot points Plot points.
5.8: Modeling with Quadratic Functions Objectives: Students will be able to… Write a quadratic function from its graph given a point and the vertex Write.
Regression Math 12. Regression You can use this when the question does not specify that you must solve “algebraically” You can use regression when you.
Plotting Data & the Finding Regression Line. Clear Old Data 2 nd MEM 4 ENTER.
Fitting Lines to Data Points: Modeling Linear Functions Chapter 2 Lesson 2.
1.) Write an equation for the line containing the following: y-intercept of 6 and has a slope of ¼. 2.) Find the x-intercept and y-intercept of 4x + 2y.
a rithmetic Sequence: A sequence of numbers where the common difference occurs at level D 1 The first term, t 1, is referred to as a. The common difference.
Yes no = -9= 0 = -4 = -5/6.  Students will learn: ◦ To write an equation for a line of best fit and use it to make predictions. The trend line that.
Warm Up Practice 6-5 (p. 78) #13, 15, 16, 18, 22, 25, 26, 27, 31 – 36
2.5 Scatter Plots & Lines of Regression
Splash Screen.
Cohabitating Households (thousands)
Using the TI-83/84.
Calculations with Lists
Using linear regression features on graphing calculators.
2.5 Scatterplots and Lines of Regression
we use a TI-82 to find the equation:
MATH 1311 Section 4.4.
Using the TI84 Graphing Calculator
Warm Up Please sit down and clear your desk. Do not talk. You will have until lunch to finish your quiz.
Scatter Plots on the Graphing Calculator
MATH 1311 Section 4.4.
Sine Waves Part II: Data Analysis.
4.9 Modeling with Polynomial Functions
Sine Waves Part II: Data Analysis.
Scatter Plots on the Graphing Calculator
Which graph best describes your excitement for …..
Linear Models We will determine and use linear models, and use correlation coefficients.
9.6 Modeling with Trigonometric Functions
Calculating the Least Squares Regression Line
Presentation transcript:

TI Calculator Creating a Scatterplot … Step #1 – Enter the Data STAT 1 (Edit) To clear the lists … press up arrow, CLEAR, and ENTER Enter your data into the Lists Important: Must have same number of items in each list!

TI Calculator Step #2 - Display the Graph 2nd Y= Turn Plot 1 ON Possible Source of Errors: Mismatched Data L1 and L2 not showing Other StatPlots are ON Step #2 - Display the Graph 2nd Y= Turn Plot 1 ON 1 Enter Make sure it shows L1 and L2 Make sure all other plots are OFF (2nd, Y=) GRAPH ZOOM, 9 automatically adjusts the window to fit the data entered into the Lists

TI Calculator LinReg(ax+b) L1, L2, Y1 Step #3 - Getting the Line of Best Fit STAT  (right arrow – over to CALC) 4 (LinReg) 2nd, 1 (will show L1) , 2nd, 2 (will show L2) VARS  (right arrow – over to Y-VARS) 1 (Function) 1 (Y1) ENTER Possible Source of Errors: Could be missing commas. Whole command should be the only thing on the line (on the calculator). LinReg(ax+b) L1, L2, Y1

T1 Calculator This gives you the equation of the line of best fit and stores it in Y1 y = ax + b a = 9.083333333 b = 62.75 r2 = .9940952176 r = .9970432376 If you don’t get the r values: 2nd Scroll Down to Diagnostic On ENTER y = 9.08333x + 62.75 Press GRAPH to see the scatterplot with the line of best fit!