Notes Over 8.5 Positive Correlation Negative Correlation No Correlation Points can be approximated by a positive slope Points can be approximated by a.

Slides:



Advertisements
Similar presentations
5.4 Correlation and Best-Fitting Lines
Advertisements

Statistics E4 Scatter Plots.
Vocabulary scatter plot Correlation (association)
5-7: Scatter Plots & Lines of Best Fit. What is a scatter plot?  A graph in which two sets of data are plotted as ordered pairs  When looking at the.
Lesson 5.7- Statistics: Scatter Plots and Lines of Fit, pg. 298 Objectives: To interpret points on a scatter plot. To write equations for lines of fit.
Grade 6 Data Management Unit
1-5: Scatter Plots Essential Question: How would you explain the process for graphing a point on a coordinate plane?
2-1 ANALYZING DATA USING SCATTER PLOTS MISS BATTAGLIA- ALGEBRA 1 CP OBJECTIVE: DRAWING AND INTERPRETING SCATTER PLOTS; ANALYZING TRENDS IN SCATTER PLOTS.
EXAMPLE 1 Describe the correlation of data Describe the correlation of the data graphed in the scatter plot. a. The scatter plot shows a positive correlation.
Calculating and Interpreting the Correlation Coefficient ~adapted from walch education.
Learning Target Students will be able to: Create and interpret scatter plots and use trend lines to make predictions.
Scatter Plots and Line of Best Fit. DETERMINING THE CORRELATION OF X AND Y In this scatter plot, x and y have a positive correlation, which means that.
Scatterplots Grade 8: 4.01 & 4.02 Collect, organize, analyze and display data (including scatter plots) to solve problems. Approximate a line of best fit.
2.4 Using Linear Models. The Trick: Converting Word Problems into Equations Warm Up: –How many ways can a $50 bill be changed into $5 and $20 bills. Work.
How do I draw scatter plots and find equations of best-fitting lines?
Scatter Plots: Review & New Terms
Scatter Plots and Trend Lines
Terms: 1. relation – an ordered pair (relationship between x and y) 2. domain – first coordinate of a relation (the “x” value) 3. range – the second.
Warm-Up Exercises EXAMPLE 1 Describe the correlation of data Describe the correlation of the data graphed in the scatter plot. a. The scatter plot shows.
Scatter Plots The scatter plot shows education and income data.
Learn to create and interpret scatter plots. Scatter Plots.
GOALS: WRITE A LINEAR EQUATION THAT APPROXIMATES A SET OF DATA POINTS DETERMINE IF THERE IS A POSITIVE, NEGATIVE OR NO CORRELATION BETWEEN DATA POINTS.
DESCRIBE A SCATTER WITH A NEGATIVE CORRELATION QUESTION OF THE DAY.
PRE-ALGEBRA. Lesson 12-5 Warm-Up 2. The mode is ____. 3. The median is ____. 4. How many 8 th grade students finished the race in less than 35 sec.? 5.
1. Graph 4x – 5y = -20 What is the x-intercept? What is the y-intercept? 2. Graph y = -3x Graph x = -4.
Section 2.5 – Linear Models. Essential Understanding Sometimes it is possible to model data from a real-world situation with a linear equation. You can.
Linear Regression. Linear Regressions So far, we have been graphing ___________ functions. So far, we have been graphing ___________ functions. In the.
Relations and Functions
CHAPTER 38 Scatter Graphs. Correlation To see if there is a relationship between two sets of data we plot a SCATTER GRAPH. If there is some sort of relationship.
5.4 – Fitting a Line to Data  Today we will be learning about: ◦ Finding a linear equation that approximated a set of data points ◦ Determining whether.
SDAP1.2 Represent two numerical variables on a scatterplot and informally describe how the data points are distributed and any apparent relationship that.
 Graph of a set of data points  Used to evaluate the correlation between two variables.
Sec 1.5 Scatter Plots and Least Squares Lines Come in & plot your height (x-axis) and shoe size (y-axis) on the graph. Add your coordinate point to the.
Warm Up Graph each point. 1. A(3, 2) 3. C(–2, –1) 5. E(1, 0) 2. B( – 3, 3) 4. D(0, – 3) 6. F(3, – 2)
Wednesday, March 11 Make a scatter plot of data and describe its correlation. Find the theoretical probability of an event.
Bar and Circle Graphs SPI 51B: interpret bar graphs representing real-world data SPI 51C: interpret circle graphs representing real-world data Objectives:
Chapter 2 – Linear Equations and Functions
3.3 Correlation: The Strength of a Linear Trend Estimating the Correlation Measure strength of a linear trend using: r (between -1 to 1) Positive, Negative.
WARM – UP #5 1. Graph 4x – 5y = -20 What is the x-intercept? What is the y-intercept? 2. Graph y = -3x Graph x = -4.
2.6 Scatter Diagrams. Scatter Diagrams A relation is a correspondence between two sets of data X is the independent variable Y is the dependent variable.
Unit 6 Review. Median-Median Line Find the median-median line for the following data: (1, 4) (6, 8) (7, 11) (7.5, 10) (8, 9) (9, 12) (9.5, 17) (10, 14)
2.5 Using Linear Models A scatter plot is a graph that relates two sets of data by plotting the data as ordered pairs. You can use a scatter plot to determine.
Correlations AP Psychology. Correlations  Co-relation  It describes the relationship b/w two variables.  Example #1  How is studying related to grades?
2.5 CORRELATION AND BEST-FITTING LINES. IN THIS LESSON YOU WILL : Use a scatter plot to identify the correlation shown by a set of data. Approximate the.
EXAMPLE 1 Describe the correlation of data Describe the correlation of the data graphed in the scatter plot. a. The scatter plot shows a positive correlation.
.  Relationship between two sets of data  The word Correlation is made of Co- (meaning "together"), and Relation  Correlation is Positive when the.
Learn to create and interpret scatter plots.
Scatter Plots. Scatter plots are used when data from an experiment or test have a wide range of values. You do not connect the points in a scatter plot,
Scatter Plots and Best- Fitting Lines By Tristen Billerbeck.
HW: Pg # 34-36, 43-45, 61. HW: Pg # eoe, 59.
Scatter plots. Like a line graph Has x and y axis Plot individual points.
3-3 RATE OF CHANGE February Objectives I can determine the rate of change of a line from a graph I can determine the rate of change of a line.
Year Sport Utility Vehicles (SUVs) Sales in U.S. Sales (in Millions)
Chapter – Scatter Plots and Correlation. Scatter plot – graph of a set of data pairs (x, y) Correlation – relationship between the ordered pairs.
Chapter 2.4 Paired Data and Scatter Plots. Scatter Plots A scatter plot is a graph of ordered pairs of data values that is used to determine if a relationship.
Scatter Plots Chapter 1 Section 5. Scatter Plot - A graph that relates data from 2 different sets. - To make a scatter plot, the 2 sets of data are plotted.
Scatter Plots and Bivariate Data
4-5 Scatter Plots and Lines of Best Fit
Scatter plots.
Lesson 1.7 Linear Models and Scatter Plots
2.6 Draw Scatter Plots and Best-Fitting Lines
Lesson 5.6 Fit a Line to Data
Notes Over 2.5 Positive Correlation Determining Correlation x
You need: Notebook paper Graph paper Pencil Workbook (back shelf)
Scatter Plots and Equations of Lines
2.6 Draw Scatter plots & Best Fitting Lines
2.5 Correlation and Best-Fitting Lines
Starter challenge.
Draw Scatter Plots and Best-Fitting Lines
Presentation transcript:

Notes Over 8.5 Positive Correlation Negative Correlation No Correlation Points can be approximated by a positive slope Points can be approximated by a negative slope Points cannot be approximated by a line

Notes Over 8.5 Scatter Plots 14 years education 1. Describe the person represented by point B. $90,000 a year

Notes Over 8.5 Scatter Plots 3 2. How many people have 14 years of education? $50,000; What are their incomes? $80,000; $90,000

Notes Over 8.5 Scatter Plots 3. Describe the relationship between years of education completed and income. More years means more money

Notes Over 8.5 Scatter Plots 4. What kind of correlation does this graph have? Positive

Notes Over Make a scatter plot of the following data. CityLoc.Precip Atlanta3451 Boston42 Chicago4236 Duluth4730 Honolulu2122 Houston3046 Juneau5854 Miami2656 Phoenix338 Portland44 San Diego3310 Wichita

Notes Over Make a scatter plot of the following data What kind of correlation does this graph have? None

Pg – 5 #1 – 6, 7 – 21 The following scatter plot shows the average time a fifteen students spent watching television and the average time they spent on physical activity in a day. Television Physical Activity

Pg – 5 #1 – 6, 7 – Describe the student represented by point A. Television Physical Activity 4 hr television 2 hr Physical Activity

Pg – 5 #1 – 6, 7 – How many students had one hour of physical activity or less? Television Physical Activity 8 students

Pg – 5 #1 – 6, 7 – How many students spent four or more hours watching television? Television Physical Activity 6 students

Pg – 5 #1 – 6, 7 – 21 Is there a positive correlation, a negative correlation, or no correlation between the set of data in each scatter plot? 0 4. No Correlation

Pg – 5 #1 – 6, 7 – 21 Is there a positive correlation, a negative correlation, or no correlation between the set of data in each scatter plot? 0 5. Positive Correlation

Pg – 5 #1 – 6, 7 – 21 Is there a positive correlation, a negative correlation, or no correlation between the set of data in each scatter plot? 0 5. Negative Correlation

Pg – 5 #1 – 6, 7 – 21

Feedback: Privacy Policy Feedback
Do Not Sell My Personal Information
About project: SlidePlayer Terms of Service

© 2025 SlidePlayer.com. Inc. All rights reserved.