Percentiles and Data for Box & Whisker Plots

Slides:



Advertisements
Similar presentations
Statistics: 2.5 – Measures of Position
Advertisements

Objective Box-and-Whisker Plots Draw a box-and-whisker plot to organize real-life data. Read and interpret a box-and-whisker plot of real-life data.
Warm Up. Lesson 54, Displaying Data in a Box-and- Whisker Plot Probability and Statistics.
Percentiles A percentile is a measure of relative standing, meaning we get information about the position of a value relative to the rest of the data set.
LowHigh Equal Distance Quantification Individual Differences
Section 2.5 Measures of Position.
Box and Whisker Plots and Quartiles Sixth Grade. Five Statistical Summary When describing a set of data we have seen that we can use measures such as.
Section 2.5 Measures of Position Larson/Farber 4th ed.
EXAMPLE 1 Make a box-and-whisker plot SONG LENGTHS The lengths of songs (in seconds) on a CD are listed below. Make a box-and-whisker plot of the song.
Cumulative Frequency, Box Plots, Percentiles and quartiles.
Step 1 – Order Numbers Order the set of numbers from least to greatest.
12.4 – Measures of Position In some cases, the analysis of certain individual items in the data set is of more interest rather than the entire set. It.
Section 2.5 Measures of Position.
Section 2.5 Measures of Position Larson/Farber 4th ed. 1.
6.3: 5 number summary & box and whisker plot I can find the numbers in the 5 number summary and display them on a box and whisker plot.
Section 3.4 Measures of Relative Standing
Measures of Variability Percentile Rank. Comparison of averages is not enough. Consider a class with the following marks 80%, 80%, 80%, 90%, 20%, 70%,
Copyright © 2015, 2012, and 2009 Pearson Education, Inc. 1 Chapter Descriptive Statistics 2.
Percentiles For any whole number P (between 1 and 99), the Pth percentile of a distribution is a value such that P% of the data fall at or below it. The.
Chapter 2 Section 5 Notes Coach Bridges
Box and Whisker Plots Measures of Central Tendency.
Z-Score Review To translate a raw score into a z score (ex: what is the chance of finding a clerk who makes a particular income of 16k per year). We look.
Box and Whisker Plots and the 5 number summary Mr. J.D. Miles Turner Middle School Atlanta Georgia
Measures of Position. Determine the quartiles of a data set Determine the interquartile range of a data set Create a box-and-whisker plot Interpret.
Foundations of Math I: Unit 3 - Statistics Arithmetic average Median: Middle of the data listed in ascending order (use if there is an outlier) Mode: Most.
Section 2.5 Measures of Position.
Unit 3: Averages and Variations Part 3 Statistics Mr. Evans.
Box and Whisker Plots Example: Comparing two samples.
Learn to display and analyze data in box-and-whisker plots. Course Box-and-Whisker Plots.
Box and Whiskers Plots (Box Plots)..\..\..\..\Program Files\Pearson Prentice Hall\Lesson PowerPoint\PH Pre-Algebra 2009 Lesson PowerPoint\PH Pre-Algebra.
Box and Whisker Plots or Boxplots
a graphical presentation of the five-number summary of data
Chapter 2 Descriptive Statistics.
Line Plots & Box-and-Whiskers Plots
Find the lower and upper quartiles for the data set.
Calculating Median and Quartiles
3 3 Chapter Numerically Summarizing Data
Math Trivia.
Lesson 6.7: Box-and-Whisker Plots
Chapter 2 Descriptive Statistics.
Box and Whisker Plots 50% Step 1 – Order the series.
15.2 Percentiles, Quartiles, & Box-and-Whisker Plots
Range between the quartiles. Q3 – Q1
Descriptive Statistics
Lesson 11.2 Objective: To draw a box and whisker plot from a data list. EQ: How many sections are there in a box and whisker plot? Vocabulary: Box-and.
Advanced Math Topics 3.7 Percentile Rank.
12.4 – Measures of Position In some cases, the analysis of certain individual items in the data set is of more interest rather than the entire set. It.
Constructing Box Plots
Unit 12: Intro to Statistics
Box and Whisker Plots 50% Step 1 – Order the series.
Box-And-Whisker Plots
Box and Whisker Plots 50% Step 1 – Order the series.
Bellwork 4/24 A students’ test scores on 6 tests were; 84, 76, 80, 64, 92, and 84. Find the average test score.
Box-and-Whisker Plots
Main Idea and New Vocabulary
Your Quiz Scores Do now: Sketch the box and whisker plot and answer the following questions for your period. A) what was the range of the data? B) What.
12.4 Box-and-Whisker Plots
Box and Whisker Plots A.K.A Box Plots.
1-4 Quartiles, Percentiles and Box Plots
Box-And-Whisker Plots
Box-And-Whisker Plots
Box and Whisker Plots.
Box and Whisker Plots 50% Step 1 – Order the series.
Box and Whisker Plots Meow.
Box and Whisker Plots and the 5 number summary
Box and Whisker Wkst Use this for #
Normal Distribution with Graphing Calculator
Ch. 12 Vocabulary 15.) quartile 16.) Interquartile range
Box Plot Lesson 11-4.
Chapter 12 Statistics.
Presentation transcript:

Percentiles and Data for Box & Whisker Plots

Example (3.4 # 1). Angela took a general aptitude test and scored in the 82nd percentile. What percentage of scores were at or below her score? What percentage of scores were at or above her score?

Example (3.4 # 2). One standard for admission at Redfield College is that the student must rank in the upper quartile of his or her graduating class. What is the minimal percentile rank of a successful applicant?

Example. Clayton and Thomas took two different GRE subject tests Example. Clayton and Thomas took two different GRE subject tests. Thomas answered 83% of the questions correctly and scored a 75th percentile, while Clayton answered 61% of the questions and scored at the 93rd percentile. Which student performed better relative to the others taking the tests?

Example. Sylvia scored at the 98th percentile on her GRE subject test Example. Sylvia scored at the 98th percentile on her GRE subject test. If 5000 people total took the test, approximately how many scored better than Sylvia? Approximately how many scored worse than Sylvia?

Data for 3.4 # 8 (ordered) Example. Length in months at current position. 3 6 7 14 15 17 18 20 22 24 25 26 29 31 32 42 72 Construct a box and whisker plot for this data.

Data for 3.4 # 10 (ordered) Example. Percentage of high school dropouts by state. 5 6 7 8 9 10 11 12 13 14 15 Construct a box and whisker plot for this data.