Scatter Diagrams Example The table below lists the heights (in cm) and the shoe sizes of 12 people (all female) Height (cm) 158160161163164166 167168170171174.

Slides:



Advertisements
Similar presentations
Make Predictions from Scatter Plots
Advertisements

I can plot coordinates. Given the equation of a straight line, I can complete a table of values. From a table of values, I can draw a straight line. Given.
Examining Relationships Chapter 3. Least Squares Regression Line If the data in a scatterplot appears to be linear, we often like to model the data by.
The Scattergraph Shoe Size HeightHeight.
Whiteboardmaths.com © 2004 All rights reserved
Making Percentages. 19 x So 76% of pupils love maths. Drea m on !!
Finding Correlation Coefficient & Line of Best Fit.
Calculating Residuals © Christine Crisp “Teach A Level Maths” Vol. 2: A2 Core Modules.
Scatter Diagrams Objectives:
Scatter Diagrams Isabel Smith. Why do we use scatter diagrams?  We use scatter diagrams to see whether two sets of data are linked, e.g. height and shoe.
GCSE Maths Starter 16 Round to 2 significant figures
Cumulative frequency Example The frequency table shows the examination marks of 80 students. MarkFrequency
Graph the linear function What is the domain and the range of f?
Scatter Diagrams Joan Ridgway. When do we use scatter diagrams? When we look at data, we may want to investigate the relationship between two variables.
2.5 – Modeling Real World Data:. Using Scatter Plots.
2.1 Discrete and Continuous Variables Discrete Variable Continuous Variable.
Xxx x xx x x xx x x x x x xx x x xx x. Floor space Price of house x x Line of best fit Positive Correlation.
Whiteboardmaths.com © 2004 All rights reserved
Aim: Normal Distribution Course: Alg. 2 & Trig Do Now: Aim: How do we apply the characteristics of normal distribution? # of heads
Year 8 Scatter Diagrams Dr J Frost Last modified: 24 th November 2013 Objectives: Understand the purpose of a scatter diagram,
Frequency Polygon Example The table below represents the marks obtained by children in an examination Mark 1 – – – – – –
Topic 1 Topic 2Topic 3Topic 4Topic
Section 4.2 Building Linear Models from Data. OBJECTIVE 1.
5.7 Predicting with Linear Models Objective : Deciding when to use a linear model Objective : Use a linear model to make a real life prediction. 1 2 A.
Line of Best Fit 4.2 A. Goal Understand a scatter plot, and what makes a line a good fit to data.
Scatter Diagrams Thursday, 09 June Example Ten Students in class 6 sat a mock Mathematics SATS test and three weeks later sat a second SATs test.
 P – 60 5ths  APPLY LINEAR FUNCTIONS  X-axis time since purchase  Y-axis value  Use two intercepts (0, initial value) and (time until value.
Line of Best Fit 3.3 A.
Damage due to fire Statistics – Scatter diagram An insurance company decided to investigate the connection between ‘ the distance from the site of a.
Lesson starter: types of correlation. Scatter graphs Monday, 14 March 2016 A scatter graph is used to try to find a relationship between two variables.
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.
Scatter Graphs Statistics Example 1:- The diagram on the next slide shows the marks obtained in both Physics and Maths exams by a number of pupils. Can.
Scatter Plots & Lines of Best Fit To graph and interpret pts on a scatter plot To draw & write equations of best fit lines.
N4 LS 14-Jun-16Created by Mr. Lafferty Maths Dept. Scattergraphs Scattergraphs Exam Type Questions Constructing Scattergraphs.
1 Averages MENU Introduction Mean Median Mode Range Why use Median ? Why use Mode ? Mean from Freq table Mean from grouped Frequency table Median & Mode.
Scatter Graphs MENU Leaf Length / Width Car Age / Value Height / Maths Score Summary Which type of correlation ? Questions / Answers Main MENU.
Examining Relationships
Stem and leaf diagrams. Stem and leaf diagrams show the distribution of the data like a bar chart with the numbers forming the bars. The diagrams can also.
Aim: How do we fit a regression line on a scatter plot?
Building Linear Models from Data
Recall isometric drawing from lesson 1
Frequency Polygons Example
Presenting Data Today you will need …… Calculator Pen Ruler Pencil
Trend Line: a ___________________ that comes ____________ to the ___________ on a scatter plot. When drawing a trend line, ignore any ____________ (data.
Make Predictions from Scatter Plots
Jordan felt ill during the end of year tests.
Scatter Diagrams Thursday, 09 June 2011.
Scatter Plots and Equations of Lines
Journal Heidi asked 4 people their height and shoe size. Below are the results. 63 inches inches inches inches 8 She concluded that.
Using the two data sets below: 1) Draw a scatterplot for each.
Using a histogram to estimate the median
Using a histogram to estimate the median
RAG Key Words: Reflect, Communicate, Explain, Justify 27/11/2018
Learning Objectives You should be able to: Vocabulary
Scatter Plots and Least-Squares Lines
GOFO and graph this:
Page 13.
Histograms Sunday, 07 April 2019.
Histograms Example The table shows the weights of employees in a factory. Draw a histogram to represent these results. Weight (kg) Frequency 40 – 70 3.
Calculating the mean Example
Does age have a strong positive correlation with height? Explain.
Does age have a strong positive correlation with height? Explain.
Calculating the mean Example
Processing and Representing Data
Mean.
Math Log #37 March 12, 2019.
} Cumulative frequency “Quarter” QUARTILE:
Scatter Graphs.
Presentation transcript:

Scatter Diagrams Example The table below lists the heights (in cm) and the shoe sizes of 12 people (all female) Height (cm) Shoe size Represent the data on a scatter diagram.

Example The table below shows the marks obtained by 12 pupils in a French examination and a History examination. French History Draw a scatter diagram to represent these results and draw on a line of best fit. Adam scored 60% in his French exam but was absent for his History exam. What mark do you estimate for him?

Example Twelve ‘A’ level students recently took mock examinations in Maths. Here are their marks for the two papers a)Draw a scatter diagram to represent these results and draw on a line of best fit. b)A student M scored 50 marks on Paper 1 but was absent for paper 2. Use the line of best fit to predict a score for student M on paper2. StudentABCDEFGHIJKL Paper Paper

Example Ashish compared the published price of several children’s books with the price of the same books in a discount book club catalogue. Published Price £10.00£6.00£11.00£15.00£13.00£5.00£10.00 Book Club price £7.00£4.50£8.50£11.00£9.00£4.00£8.00 a) Represent this information on a scatter diagram b) Draw on a line of best fit c) If a book has a published price of £12.50, what is the price of the same book likely to be in the catalogue?