October 12, 2011 At the end of today, you will be able to: Draw scatter plots to find and use prediction equations. Warm-up: 1.Write an equation of a line.

Slides:



Advertisements
Similar presentations
1.5 Scatter Plots and Least Squares Lines
Advertisements

Write an exponential function
EOC Review Line of Best Fit
1-4 curve fitting with linear functions
Linear Functions Wrap Up
Get out your Homework! You will be able to predict an outcome based on the least-squares method. You will be able to verbalize the meaning of slope and.
A 4-6 What is Regression and Median Fit
Interpolate using an equation EXAMPLE 1 CD SINGLES The table shows the total number of CD single shipped (in millions) by manufacturers for several years.
EXAMPLE 3 Approximate a best-fitting line Alternative-fueled Vehicles
EXAMPLE 5 Find a power model Find a power model for the original data. The table at the right shows the typical wingspans x (in feet) and the typical weights.
The Line of Best Fit Linear Regression. Definition - A Line of Best or a trend line is a straight line on a Scatter plot that comes closest to all of.
5-7 Scatter Plots. _______________ plots are graphs that relate two different sets of data by displaying them as ordered pairs. Usually scatter plots.
Correlation and regression lesson 1 Introduction.
Objective: I can write linear equations that model real world data.
2.4 Using Linear Models. Slope is “rate of change” Examples: Look for KEY words! 23 miles per gallon 20 gallons/second 3 inches each year $3 a ticket.
Draw the graph y = 3x - 2 Write down the equation of a line which is parallel to y = 4x + 5 with a reason Write down the equation of a line which is steeper.
5-2D Scatter Plots and Trend Lines Warm-up (IN) Learning Objective: to use trend lines and linear functions to interpret data that do not fall neatly on.
Section 2.5 Notes: Scatter Plots and Lines of Regression.
Splash Screen. Lesson Menu Five-Minute Check (over Lesson 2–4) CCSS Then/Now New Vocabulary Key Concept: Scatter Plots Example 1:Real-World Example: Use.
Splash Screen. Concept Example 1A Use a Scatter Plot and Prediction Equation A. EDUCATION The table below shows the approximate percent of students who.
1.5 Cont. Warm-up (IN) Learning Objective: to create a scatter plot and use the calculator to find the line of best fit and make predictions. (same as.
2.5 – Modeling Real World Data:. Using Scatter Plots.
Modeling Real World Data: Scatter Plots. Key Topics Bivariate Data: data that contains two variables Scatter Plot: a set of bivariate data graphed as.
Describe correlation EXAMPLE 1 Telephones Describe the correlation shown by each scatter plot.
SCATTER PLOTS ALGEBRA 1 UNIT 5 WRITING EQUATIONS OF LINES.
Warm Up Write the equation of the line passing through each pair of passing points in slope-intercept form. 1. (5, –1), (0, –3) 2. (8, 5), (–8, 7) Use.
Write the equation of line in slope-intercept form with a slope of 2 and y-intercept of -5 Question 1A.
Draw Scatter Plots and Best-Fitting Lines Section 2.6.
Scatter Diagrams Objective: Draw and interpret scatter diagrams. Distinguish between linear and nonlinear relations. Use a graphing utility to find the.
CHAPTER curve fitting with linear functions.
2-7 Curve Fitting with Linear Models Warm Up Lesson Presentation
5.7 Scatter Plots and Line of Best Fit I can write an equation of a line of best fit and use a line of best fit to make predictions.
Section 2-5 Continued Scatter Plots And Correlation.
Splash Screen. Lesson Menu Five-Minute Check (over Lesson 2–4) Then/Now New Vocabulary Key Concept: Scatter Plots Example 1:Real-World Example: Use a.
SECTIONS B Chapter 2. Objectives To draw scatter plots. To find and use prediction equations. Using a graphing calculator to graph lines of regression.
4.6 Scatter Plots 10/20/2011 Algebra ½ Objectives: Interpret points on a scatter plot. Use lines of fit to make and evaluate predictions.
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.
Lesson Menu Five-Minute Check (over Lesson 2–4) CCSS Then/Now New Vocabulary Key Concept: Scatter Plots Example 1:Real-World Example: Use a Scatter Plot.
Warm-up 4-1. x – y = 33x + y = 52y = 6 – x x + y = 5x – 2y = 43x – 2y = 6 Graphs:
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.
Regression and Median Fit Lines
6.7 Scatter Plots. 6.7 – Scatter Plots Goals / “I can…”  Write an equation for a trend line and use it to make predictions  Write the equation for a.
October 31, 2011 At the end of today, you will be able to: Solve linear equations by graphing. Determine what each system indicates about their solutions.
STATISTICS: USING SCATTER PLOTS CHAPTER 2 LESSON 5.
Fitting Lines to Data Points: Modeling Linear Functions Chapter 2 Lesson 2.
1.6 Modeling Real-World Data with Linear Functions Objectives Draw and analyze scatter plots. Write a predication equation and draw best-fit lines. Use.
MODELING WITH QUADRATIC FUNCTIONS 4.3 NOTES. WARM-UP The path of a rocket is modeled by the equation How long did it take the rocket to reach it’s max.
Splash Screen.
Flashback Use the table that shows the number of goals Pierre scored playing hockey to answer problems 1–3. 1. Using the data from 2001 and 1997,
Line of Best Fit The line of best fit is the line that lies as close as possible to all the data points. Linear regression is a method for finding the.
Warm Up Practice 6-5 (p. 78) #13, 15, 16, 18, 22, 25, 26, 27, 31 – 36
Residuals Algebra.
2.5 Scatter Plots & Lines of Regression
Splash Screen.
5.7 Scatter Plots and Line of Best Fit
Using linear regression features on graphing calculators.
2.5 Scatterplots and Lines of Regression
Lesson 5.3 How do you write linear equations in point-slope form?
Warm Up Please sit down and clear your desk. Do not talk. You will have until lunch to finish your quiz.
Scatter Plots and Equations of Lines
Splash Screen.
Review for the test tomorrow on Lessons 1-75
Splash Screen.
Line of Best Fit Objective: Students will be able to draw in, find the equation of and apply the line of best fit to predict future outcomes.
Flashback Write an equation for the line that satisfies the given conditions. 1) through: (1, 2), slope = 7 2) through: (4, 2), parallel to y =-3/4.
Which graph best describes your excitement for …..
SECTION 6.2 Linear Regression
Warm-Up 4 minutes Graph each point in the same coordinate plane.
Can you use scatter plots and prediction equations?
Presentation transcript:

October 12, 2011 At the end of today, you will be able to: Draw scatter plots to find and use prediction equations. Warm-up: 1.Write an equation of a line that is perpendicular to y = 2x – 4. 2.Write an equation of a line that passes through the points (7,1) and (7,8) HW 2.5: 2.5 Worksheet

Correct HW m = 3/4, b = 050. $ m = -3/5, b = 661. No solution 18.m = -c, b = d 20.y = (-5/3)x + 29/3 22.y = 2 23.Y = 3x – Y = (-1/2)x + 7/2 35. Y = (2/3)x + 10/3 36.Y = -4x Y = 0.35x

Lesson 2.5 Using Scatter Plots The table shows the median selling price of new, privately- owned, one-family houses for some recent years. Make a scatter plot of the data. a)Draw a scatter plot. b)Use two ordered pairs to write a predication equation. c)Use your prediction equation to predict the median price in 2010 Year Price $ ?

Regression Line or Line of Best Fit in your Calculator Enter the points in a table - STAT, 1: Edit In column L1, enter all the x values In column L2, enter all the y values To Find Regression Line - STAT,  CALC, 4: LinReg(ax + b), ENTER

Bike Weights and Jump Heights You need: Graph paper Ruler or a Straight edge