Chapter 11 Data and Graphs. Day….. 1.No SchoolNo School 2.Types of GraphsTypes of Graphs 3.Dot PlotsDot Plots 4.HistogramsHistograms 5.Box and Whisker.

Slides:



Advertisements
Similar presentations
Chapter 5 Expressions. Day….. 1.Order of OperationsOrder of Operations 2.Algebraic PropertiesAlgebraic Properties 3.Algebraic Properties Cont….Algebraic.
Advertisements

Algebra 1: Section 2-7 Using Measures of Central Tendency.
Chapter 7 Cartesian Coordinate System. Day….. 1.Parts of a Coordinate PlanParts of a Coordinate Plan 2.Graphing Ordered PairsGraphing Ordered Pairs 3.Identifying.
Chapter 11 Data and Graphs (part 1). Day….. 1.Misleading GraphsMisleading Graphs 2.Frequency Tables and Tally ChartsFrequency Tables and Tally Charts.
Chapter 11 Data and Graphs (part 2). Day….. 1.Circle GraphsCircle Graphs 2.SurveysSurveys 3.Bias and Unbiased SurveysBias and Unbiased Surveys 4.Population.
Chapter 6 – Solving and Graphing Linear Inequalities
Unit 4 – Probability and Statistics
Statistics: Use Graphs to Show Data Box Plots.
Chapter 7 Inequalities. Day….. 1.Interpreting and Writing InequalitiesInterpreting and Writing Inequalities 2.Writing and Graphing InequalitiesWriting.
4.4 Measures of Central Tendency Le sson Essential Question: How can I use statistics to describe a particular set of data? Objectives ~ Find the mean,
Objective To understand measures of central tendency and use them to analyze data.
Bell Ringer Get out your notebook and prepare to take notes on Chapter 9 Convert your height to inches and be prepared to write this value on the whiteboard.
Chapter 4 Fractions, Decimals, and Percent.. Day….. 6.Comparing and Ordering Rational NumbersComparing and Ordering Rational Numbers 7.Locating Rational.
Jeopardy Chapter 1 Statistics Vocab 1 Graphs 2 Pencils 3 Solutions 4 Op’s 5 Pot Luck
0-12 Mean, Median, Mode, Range and Quartiles Objective: Calculate the measures of central tendency of a set of data.
SECTION 1-7: ANALYZING AND DISPLAYING DATA Goal: Use statistical measures and data displays to represent data.
Chapter 4 Fractions, Decimals, and Percent.. Day….. 1.Converting MeasurementsConverting Measurements 2.Fractions to DecimalsFractions to Decimals 3.Decimals.
Chapter 7 Cartesian Coordinate System. Day….. 1.Parts of a Coordinate PlanParts of a Coordinate Plan 2.Graphing Ordered PairsGraphing Ordered Pairs 3.Identifying.
Chapter 4 Fractions, Decimals, and Percent.. Day….. 1.Converting MeasurementsConverting Measurements 2.Fractions to DecimalsFractions to Decimals 3.Decimals.
Objectives Describe the central tendency of a data set.
Warm Up – Find the mean, median & mode of each set. Data Set I Data Set II.
Course Stem-and-Leaf Plots 6-9 Stem-and-Leaf Plots Course 1 Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of.
Chapter 7 Inequalities. Day….. 1.CRA s All DayCRA s All Day 2.Writing InequalitiesWriting Inequalities 3.Solving One-Step Inequalities (+ and - )Solving.
5 Minute Check Find the mean, median and mode for each data set. Complete in your notebook , 85, 92, , 71, 73, 64, 67, 71, , 62,
Friday, October 15 Today’s Agenda Today’s Agenda 1. Fill in Planner 1. Practice Test will be Thursday 10/21 2. Bell Work (Write these numbers from.
Do Now Find the mean, median, mode, and range of each data set and then state which measure of central tendency best represents the data. 1)2, 3, 3, 3,
7.7 Statistics and Statistical Graphs. Learning Targets  Students should be able to… Use measures of central tendency and measures of dispersion to describe.
Median Median is the middle number in a data set when the data are arranged in numerical order. If you have an even number of data items, add the two middle.
Chapter 5 Expressions. Day….. 1.Review and QuizReview and Quiz 2.Parts of an ExpressionParts of an Expression 3.Simplifying ExpressionsSimplifying Expressions.
Represent sets of data using different visual displays.
Chapter 4 Fractions, Decimals, and Percent.. 1.Comparing and Ordering Rational NumbersComparing and Ordering Rational Numbers 2.Number linesNumber lines.
Warm-up (independent, level 0 noise): Please complete this in your journal below the CQ 1. If I give my son $12.35 each week in allowance, how much will.
Mean = The sum of the data divided by the number of items in the data set. Median = The middle number in a set of data when the data are arranged in numerical.
1 Review Sections 2.1, 2.2, 1.3, 1.4, 1.5, 1.6 in text.
Warm Up Simplify each expression
1.6 Mean, Median, Mode.
Vocabulary to know: *statistics *data *outlier *mean *median *mode * range.
Statistics and Data Analysis
4.2 Displays of Quantitative Data. Stem and Leaf Plot A stem-and-leaf plot shows data arranged by place value. You can use a stem-and-leaf plot when you.
Chapter 5 Expressions. Day….. 1.Order of OperationsOrder of Operations 2.No SchoolNo School 3.Algebraic PropertiesAlgebraic Properties 4.Algebraic Properties.
Chapter 1 Unit Question How do numbers measures, graphical representations and expressions represent mathematical situations?
Chapter 14 Statistics and Data Analysis. Data Analysis Chart Types Frequency Distribution.
Statistics Unit Test Review Chapters 11 & /11-2 Mean(average): the sum of the data divided by the number of pieces of data Median: the value appearing.
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,
Statistics Review  Mode: the number that occurs most frequently in the data set (could have more than 1)  Median : the value when the data set is listed.
Ms. Drake 7th grade Math Measures of Central Tendency Lesson 2 Mean, Median, Mode and Range.
ALL ABOUT THAT DATA UNIT 6 DATA. LAST PAGE OF BOOK: MEAN MEDIAN MODE RANGE FOLDABLE Mean.
6-9 Stem-and-Leaf Plots Warm Up Problem of the Day Lesson Presentation
Please copy your homework into your assignment book
Statistics Unit Test Review
Chapter 3 Ratios and Rates (Part 3)
Warm Up Find the linear equation that passes through the following points: (3,4) (5,8)
Measures of Central Tendency
Information used to create graphs and find statistics
6-9 Stem-and-Leaf Plots Warm Up Problem of the Day Lesson Presentation
Mean, Median, Mode, and Range
Analyzing graphs and histograms
Stem & Leaf Plots How to make a Stem & Leaf Plot.
Need: Calculator Warm Up
Measures of Central Tendency
Bellwork Thursday, April 19th
Bellwork 4/24 A students’ test scores on 6 tests were; 84, 76, 80, 64, 92, and 84. Find the average test score.
Warm Up # 3: Answer each question to the best of your knowledge.
Bell work Pg 104 motivating the lesson
6-9 Stem-and-Leaf Plots Warm Up Problem of the Day Lesson Presentation
Please copy your homework into your assignment book
Review Check to see if the ordered pair is a solution or not to X + y < -1 (-3,-1) (0,2) Solve and graph 2x + 3y > 12.
Review of 6th grade material to help with new Statistics unit
ALGEBRA STATISTICS.
Stem & Leaf Plots How to make a Stem & Leaf Plot.
Presentation transcript:

Chapter 11 Data and Graphs

Day….. 1.No SchoolNo School 2.Types of GraphsTypes of Graphs 3.Dot PlotsDot Plots 4.HistogramsHistograms 5.Box and Whisker PlotsBox and Whisker Plots

Day 1

No School

Day 2

Bell Work Justify your Response

I Can…. Identify types of graphs.

Vocabulary Used to show the number of times a value appears within a given period of time. Used to show the frequency of data on a number line. Line Graph- Numerical Data- Stem - Stem and Leaf Plot - Histogram - Leaf - Used to show changes over time. Used to show part to whole comparisons (i.e. percentages) The digits of the greatest place value in a stem and leaf plot. (example: 14 or 243 or 2,876). The digits of the least place value in a stem and leaf plot. (example 14 or 243 or 2,876 ) Information gathered for statistical purposes. Dot Plot - Used to show the frequency of data divided into equal intervals. (i.e. bar graph) Circle Graph - Used to arrange data by place value and ordered least to greatest. Frequency Table -

Vocabulary A diagram constructed using five values. Used to display measures of central tendency. The sum of two or more quantities divided by the number of quantities. Outlier- Measures of Central Tendency- Median- Range - The number or items that appear most often in a set of data. The difference between the greatest number and the least number in a set of data. Mode - The middle number in a set of data that has been arranged in numerical order. If the data set has an even number the median is the mean of the two middle numbers. Box Plot - A value that is much higher or much lower than the other numbers in a set of data. Average/ Mean- Numbers used to describe the center of a set of data. The numbers include the mean, median, and mode.

Types of Graphs Box Plot Circle Graph Dot Plot Frequency Table Histogram Line Graph Stem and Leaf Plot ***Please refer to the in class notes for review***

Displaying Numerical Data Please open your book to page 661. Examples: 2, 3, 5, and 6 (on page 663) ***Please refer to the in class notes for review***

Independent Practice Please clear your desk of everything except for a pencil.

Wrap it Up Review Questions Exit Tickets

Day 3

Bell Work Justify Your Response

Homework Check

Vocabulary Used to show the number of times a value appears within a given period of time. Used to show the frequency of data on a number line. Line Graph- Numerical Data- Stem - Stem and Leaf Plot - Histogram - Leaf - Used to show changes over time. Used to show part to whole comparisons (i.e. percentages) The digits of the greatest place value in a stem and leaf plot. (example: 14 or 243 or 2,876). The digits of the least place value in a stem and leaf plot. (example 14 or 243 or 2,876 ) Information gathered for statistical purposes. Dot Plot - Used to show the frequency of data divided into equal intervals. (i.e. bar graph) Circle Graph - Used to arrange data by place value and ordered least to greatest. Frequency Table -

Vocabulary A diagram constructed using five values. Used to display measures of central tendency. The sum of two or more quantities divided by the number of quantities. Outlier- Measures of Central Tendency- Median- Range - The number or items that appear most often in a set of data. The difference between the greatest number and the least number in a set of data. Mode - The middle number in a set of data that has been arranged in numerical order. If the data set has an even number the median is the mean of the two middle numbers. Box Plot - A value that is much higher or much lower than the other numbers in a set of data. Average/ Mean- Numbers used to describe the center of a set of data. The numbers include the mean, median, and mode.

I Can…. Display numerical data in a dot plot.

Plotting Data on a Number Line ***Please refer to your notes for review.***

Your Turn…. Take out your marker boards

Wrap it Up Review Questions Exit Tickets

Day 4

Bell Work Justify Your Response

Homework Check

Vocabulary Used to show the number of times a value appears within a given period of time. Used to show the frequency of data on a number line. Line Graph- Numerical Data- Stem - Stem and Leaf Plot - Histogram - Leaf - Used to show changes over time. Used to show part to whole comparisons (i.e. percentages) The digits of the greatest place value in a stem and leaf plot. (example: 14 or 243 or 2,876). The digits of the least place value in a stem and leaf plot. (example 14 or 243 or 2,876 ) Information gathered for statistical purposes. Dot Plot - Used to show the frequency of data divided into equal intervals. (i.e. bar graph) Circle Graph - Used to arrange data by place value and ordered least to greatest. Frequency Table -

Vocabulary A diagram constructed using five values. Used to display measures of central tendency. The sum of two or more quantities divided by the number of quantities. Outlier- Measures of Central Tendency- Median- Range - The number or items that appear most often in a set of data. The difference between the greatest number and the least number in a set of data. Mode - The middle number in a set of data that has been arranged in numerical order. If the data set has an even number the median is the mean of the two middle numbers. Box Plot - A value that is much higher or much lower than the other numbers in a set of data. Average/ Mean- Numbers used to describe the center of a set of data. The numbers include the mean, median, and mode.

I Can…. Display numerical data in a histogram.

Histograms Please open your book to page 668. Examples: 5-10 (on page 670) ***Please refer to the in class notes for review***

Partner Work Please clear your desk of everything except for a pencil.

Wrap it Up Review Questions Exit Tickets

Day 5

Bell Work Justify Your Response

Homework Check

Quick Quiz Please clear your desk of everything except for a pencil and a calculator.

Vocabulary Used to show the number of times a value appears within a given period of time. Used to show the frequency of data on a number line. Line Graph- Numerical Data- Stem - Stem and Leaf Plot - Histogram - Leaf - Used to show changes over time. Used to show part to whole comparisons (i.e. percentages) The digits of the greatest place value in a stem and leaf plot. (example: 14 or 243 or 2,876). The digits of the least place value in a stem and leaf plot. (example 14 or 243 or 2,876 ) Information gathered for statistical purposes. Dot Plot - Used to show the frequency of data divided into equal intervals. (i.e. bar graph) Circle Graph - Used to arrange data by place value and ordered least to greatest. Frequency Table -

Vocabulary A diagram constructed using five values. Used to display measures of central tendency. The sum of two or more quantities divided by the number of quantities. Outlier- Measures of Central Tendency- Median- Range - The number or items that appear most often in a set of data. The difference between the greatest number and the least number in a set of data. Mode - The middle number in a set of data that has been arranged in numerical order. If the data set has an even number the median is the mean of the two middle numbers. Box Plot - A value that is much higher or much lower than the other numbers in a set of data. Average/ Mean- Numbers used to describe the center of a set of data. The numbers include the mean, median, and mode.

I Can…. Display numerical data in a box plot.

Measures of Central Tendency Average/Mean Median Mode Range Outlier Box Plot ***Please refer to the in class notes for review***

Group Work Before we begin……. 1.Complete an exit ticket. 2.Pack up everything except for your pencil and calculator. 3.Sit quietly unit everyone is ready.

Wrap it Up Review Questions Exit Tickets

Not Used this Week

Computer Station (6 minutes per video) (10 questions per assignment)

Station Rotations 1.Write your exit ticket. 2.Pack up everything but a pencil. 3.You will have 15 minutes to complete each rotation

1 st Rotation

2 nd Rotation

3 rd Rotation

4 th Rotation

Watch This ( 5 mins)