Directions The students will be put into groups.

Slides:



Advertisements
Similar presentations
Measures of Central Tendency and Variation 11-5
Advertisements

1.The students will be put into groups. 2.The students will roll a dice to see which team will go first. 3.The group will pick a question, and then everyone.
Statistics: Use Graphs to Show Data Box Plots.
Vocabulary for Box and Whisker Plots. Box and Whisker Plot: A diagram that summarizes data using the median, the upper and lowers quartiles, and the extreme.
. Is it statistical? Dot plots and mean Median, Mode, and Best Measure of Central Tendency Range, Quartiles, and IQR Outlier and Mean Absolute Deviation.
CAS- Monday, Jan 7, 2013 A group of 10 young mountaineers is climbing Mount Everest. The climbers’ ages are listed below. Use this data to answer the questions.
Vocabulary box-and-whisker plot quartiles variation
Math 2: Unit 6 Day 1 How do we use scatter plots, correlation, and linear regression?
6.SP Warm Up Use the data below for Questions , 25, 37, 53, 26, 12, 70, What is the mean? 2. What is the median? 3. What is the mode? 4.
Table of Contents 1. Standard Deviation
Unit 9: Probability, Statistics and Percents Section 1: Relative Frequency and Probability The frequency of something is how often it happens Relative.
Quantitative data. mean median mode range  average add all of the numbers and divide by the number of numbers you have  the middle number when the numbers.
Sample Box-and-Whisker Plot lower extreme, or minimum value 1st quartile, the median of the lower half of the data set 2nd quartile, the median of the.
Concepts Scatter Plot Correlation: positive, negative, none; weak, strong, perfect, significant Regression Rank correlation Prediction interval.
What are the effects of outliers on statistical data?
Warm Up Simplify each expression
Unit 4 - Describing Data Central Tendencies : Mean, median, mode Spread: Q1, Q3, IQR, Min, Max, Range, MAD Graphs: Box-and-Whiskers Histograms Dot Plots.
Box Plots March 20, th grade. What is a box plot? Box plots are used to represent data that is measured and divided into four equal parts. These.
Coordinate Algebra Practice EOCT Answers Unit 4. #1 Unit 4 This table shows the average low temperature, in ºF, recorded in Macon, GA, and Charlotte,
6-3 Measures of Variation Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes Lesson Quizzes.
1 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt DefinitionsCalculationsWhat’s.
Holt McDougal Algebra Measures of Central Tendency and Variation Work through the notes Then complete the class work next to this document on the.
Measures of Central Tendency, Dispersion, IQR and Standard Deviation How do we describe data using statistical measures? M2 Unit 4: Day 1.
(Unit 6) Formulas and Definitions:. Association. A connection between data values.
1. What is the first step in finding the median in a set of data? Write the numbers in order from least to greatest. 2.Find the mean using this data: 0,
JEOPARDY! Data and Statistics 1 Variable Stats Two Way Tables Histogra m Scatterpl ot Corre Vs Cause Mystery $100 $200 $300 $400 $500.
Stem-and-Leaf Plots …are a quick way to arrange a set of data and view its shape or distribution A key in the top corner shows how the numbers are split.
Central Tendency  Key Learnings: Statistics is a branch of mathematics that involves collecting, organizing, interpreting, and making predictions from.
6-3 Measures of Variation I CAN make a box-and-whisker plot. I CAN find the interquartile range of a set of numbers. I CAN find the mean absolute deviation.
Box-and-Whisker Plots Core Focus on Ratios, Rates & Statistics Lesson 4.5.
Choose a category. You will be given the answer. You must give the correct question. Click to begin.
Measures of Central Tendency and Variation
Notes 13.2 Measures of Center & Spread
Schedule for Rest of Semester
Statistics and the Number System Day 3
Range, Mean, Median, Mode Essential Question: How do we take a random sample, and what statistics can we find with the data? Standard: MM1D3.a.
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Soccer Team A: Soccer Team B:
Unit 4 EOCT Review.
7th Grade- 3rd Nine Weeks Review #5
Warm-up March 21, 2013 Family A and Family B both have 8 people in their family. The age of each member is listed below. Find the MAD for each data set.
Lesson 4.8 – Interpreting the Correlation Coefficient and Distinguishing between Correlation & Causation EQ: How do you calculate the correlation coefficient?
Warm-up March 21, 2013 Family A and Family B both have 8 people in their family. The age of each member is listed below. Find the MAD for each data set.
Warm-up Family A and Family B both have 8 people in their
MONDAY Box and Whisker.
Which set of data has the smallest Interquartile Range?
Unit 4 Part 1 Test Review.
Bell Work – Measures of Variability, Table, Histogram, and Box Plot
Unit 7. Day 13..
The absolute value of each deviation.
11.2 box and whisker plots.
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Schedule for Rest of Semester
Bellwork March 24, 2014.
GSE Algebra I Unit 8/9 Review.
Measures of Central Tendency
Constructing Box Plots
Measures of Central Tendency and Variation 8-1
Coordinate Algebra Practice EOCT Answers Unit 4.
GSE Algebra I Unit 8/9 Review.
12.4 Box-and-Whisker Plots
Main Idea and New Vocabulary
Objective: Interpret Scatterplots & Use them to Make Predictions.
MBA 510 Lecture 2 Spring 2013 Dr. Tonya Balan 4/20/2019.
Coordinate Algebra Practice EOCT Answers Unit 4.
Coordinate Algebra Practice EOCT Answers Unit 4.
Warm-Up Define mean, median, mode, and range in your own words. Be ready to discuss.
Box and Whisker Plots and the 5 number summary
Review of 6th grade material to help with new Statistics unit
Presentation transcript:

Directions The students will be put into groups. The students will roll a dice to see which team will go first. The group will pick a question, and then everyone will work on it with their group. If the team who picked the question gets it correct they get to roll the dice to see what color they go to. 1 = red 2 = purple 3 = yellow 4 = blue 5 = orange 6 = green If they miss the problem they stay in the same spot, and the other groups can steal the question. Meaning the if the other groups gets the question correct they can roll the dice to see where they get to move After their turn is over the next team draws a question. If a team lands on a space with a dot on it then they skip a turn. The first team to Candy Land wins

1) What is the IQR of the data? 44 48 52 56 60 64 68 72 76 80 84 88 92 96

2) Identify the 1st quartile, 3rd Quartile and the Median of the data. 44 48 52 56 60 64 68 72 76 80 84 88 92 96

3)Find the Mean Absolute Deviation (MAD) of the following data: 77, 48, 65, 80, 71

4) How many cars get between 15 and 30 miles per gallon?

5) What is the probability that a student surveyed is a freshman? Math Social Studies P.E Total 9th 50 18 40 108 10th 22 20 92 72 38 90 200

6) If a student likes Math, what is the probability that they are a freshman? Social Studies P.E Total 9th 50 18 40 108 10th 22 20 92 72 38 90 200

7) Does the situation represent a positive, negative or no correlation Number of hours studying for the SAT and your score

8) Does the situation represent a positive, negative or no correlation The distance you drive and the number of stars in the sky

9)Does the situation represent a positive, negative or no correlation The temperature and the length of daylight hours for the day

10)Tell if the situation is causation The number of boats on Lake Allatoona and the number of cars on the street

11) Tell if the situation is causation: The hours you work and the money you make

12) Tell if the situation is causation: The time spent studying and the A on the test

13) Which class has the greatest range?

14) Which class has the largest minimum heart rate?

15) Which class has the smallest lower quartile?

16) Which of the following graphs has a strong negative correlation? B C D

17) The events x and y have a correlation coefficient of 𝑟=−0. 89 17) The events x and y have a correlation coefficient of 𝑟=−0.89. What is the relationship between x and y? The events have a strong negative linear relationship. The events have a strong positive linear relationship The events have a weak negative linear relationship There is very little or no correlation.

18) Given the scatter plot, what is the best type of function to represent the data? Linear Quadratic Exponential No Correlation

19) Between which of the following variables would you expect there to be a positive correlation? The outside temperature and the number of layers of clothing a person wears. The number of students at Hightower and the number of cats at the animal shelter The number of cigarettes a person smokes and the person’s life expectancy The number of years spent in school and salary.

20) Which of the following is one of the 5 values needed to make a box-and whisker plot? Range 1st Quartile Mode Interquartile Range

21)Lauren asked five of her friends how long they practiced shooting free throws and their shooting percentage in the last 5 games. She found a linear regression equation for the data to be 𝑦=10.5𝑥+50.6. What does the 10.5 mean in the context of this equation? That her friends shot an average of 10.5 free throws a game. That for every hour they practiced, their free throw percentage went up 10.5 That they need to practice 10.5 hours a day to increase their free throw percentage. None of these

22) Sara and Tomas’ each get paid a bonus at the end of each month 22) Sara and Tomas’ each get paid a bonus at the end of each month. This table shows their bonuses: Month Sarah Tomas’ January $250 Februrary $290 $340 March $270 $310 April $240 $300 May $260 June $280 July Who had the greatest Median?

23) Sarah and Tomas’ each get paid a bonus at the end of each month 23) Sarah and Tomas’ each get paid a bonus at the end of each month. This table shows their bonuses: Month Sarah Tomas’ January $250 Februrary $290 $340 March $270 $310 April $240 $300 May $260 June $280 July Who had the greatest Range?

24) Which shark lived longer than any other shark?

25) About how long did the Basking Shark live?

26) Which Shark lived about one-third as long as the Dusky Shark?

27) Tell what kind of Correlation the graph has.  

28) Tell what kind of Correlation the graph has.

29) Tell what kind of Correlation the graph has.

30) Describe the type of correlation represented in the graph below.