Alt Text to Graphs.

Slides:



Advertisements
Similar presentations
Very simple to create with each dot representing a data value. Best for non continuous data but can be made for and quantitative data 2004 US Womens Soccer.
Advertisements

Describing Quantitative Variables
Appendix A. Descriptive Statistics Statistics used to organize and summarize data in a meaningful way.
Introduction to Summary Statistics
Math Alliance Project 4th Stat Session
Math 20: Foundations FM20.6 Demonstrate an understanding of normal distribution, including standard deviation and z-scores. FM20.7 Demonstrate understanding.
CHAPTER 2 ORGANIZING AND GRAPHING DATA. Opening Example.
Density Curves and Normal Distributions
Summarizing Scores With Measures of Central Tendency
Objective To understand measures of central tendency and use them to analyze data.
DECEMBER 2, 2013 MATH 010: 10.1 & 10.2 STATISTICS.
Descriptive Statistics
Graphical Summary of Data Distribution Statistical View Point Histograms Skewness Kurtosis Other Descriptive Summary Measures Source:
Copyright (c) 2004 Brooks/Cole, a division of Thomson Learning, Inc. Chapter 1 Overview and Descriptive Statistics.
Statistics Chapter 9. Statistics Statistics, the collection, tabulation, analysis, interpretation, and presentation of numerical data, provide a viable.
Data from OpenIntro Statistics, exercise 1.36 The infant mortality rate is defined as the number of infant deaths per 1,000 live births. The data we consider.
Describing Location in a Distribution 2.1 Measures of Relative Standing and Density Curves 2.1 Measures of Relative Standing and Density Curves Text.
Normal Distributions Remember rolling a 6 sided dice and tracking the results This is a uniform distribution (with certain characteristics)
Statistics with TI-Nspire™ Technology Module E. Lesson 2: Properties Statistics with TI-Nspire™ Technology Module E.
CY1B2 Statistics1 (ii) Poisson distribution The Poisson distribution resembles the binomial distribution if the probability of an accident is very small.
Copyright © 2013, 2010 and 2007 Pearson Education, Inc. Chapter The Normal Probability Distribution 7.
 I can identify the shape of a data distribution using statistics or charts.  I can make inferences about the population from the shape of a sample.
Sullivan – Fundamentals of Statistics – 2 nd Edition – Chapter 2 Section 2 – Slide 1 of 37 Chapter 2 Section 2 Organizing Quantitative Data.
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.
14.6 Descriptive Statistics (Graphical). 2 Objectives ► Data in Categories ► Histograms and the Distribution of Data ► The Normal Distribution.
Statistics Unit 6.
Descriptive Statistics
ORGANIZING AND GRAPHING DATA
Organizing Quantitative Data: The Popular Displays
Statistical Methods Michael J. Watts
Statistical Methods Michael J. Watts
Section 2-3 Histograms.
CHAPTER 12 Statistics.
ORGANIZING AND GRAPHING DATA
Statistics Unit Test Review
Summarizing Scores With Measures of Central Tendency
Laugh, and the world laughs with you. Weep and you weep alone
STATS DAY First a few review questions.
Density Curve A mathematical model for data, providing a way to describe an entire distribution with a single mathematical expression. An idealized description.
The Normal Probability Distribution
Chapter 1 Data Analysis Section 1.2
Given the following data
Statistics Unit 6.
Topic 5: Exploring Quantitative data
Organizing and Displaying Data
Dot Plots & Box Plots Analyze Data.
CHAPTER 1 Exploring Data
The facts or numbers that describe the results of an experiment.
Statistics Although you will encounter many fields of math (algebra, geometry, trigonometry, even calculus!) during your life, statistics is the field.
ORGANIZING AND GRAPHING DATA
Displaying Distributions with Graphs
Displaying and Summarizing Quantitative Data
Basic Practice of Statistics - 3rd Edition The Normal Distributions
2-1 Data Summary and Display 2-1 Data Summary and Display.
Section 2.1 Density Curves & the Normal Distributions
Statistics Although you will encounter many fields of math (algebra, geometry, trigonometry, even calculus!) during your life, statistics is the field.
Dotplots Horizontal axis with either quanitative scale or categories
Claim 1 Smarter Balanced Sample Items Grade 6 - Target J
Section 2.1 Density Curves & the Normal Distributions
CHAPTER 1 Exploring Data
CHAPTER 12 Statistics.
The facts or numbers that describe the results of an experiment.
Basic Practice of Statistics - 3rd Edition The Normal Distributions
CHAPTER 12 Statistics.
Advanced Algebra Unit 1 Vocabulary
Types of variables. Types of variables Categorical variables or qualitative identifies basic differentiating characteristics of the population.
Normal Distribution and Standard Deviation
CHAPTER 12 Statistics.
Frequency Distribution and Graphs
Presentation transcript:

Alt Text to Graphs

Think of alt text descriptions for the following graphs/images.

What is the context? What is being asked? Who is my audience? We need to know something else, right?

Audience: Intro Statistics course Context: Shapes of distributions; this shows the sum of 2 dice when rolled 100 times. Question: Describe the shape

Possible: Dot Plot that spans from 2 to 12, with a  couple of observations at 2 and 3 at 3, steadily increasing to a peak at 7 and then slowly decreasing, ending with 2 observations at 12.

Context: Distribution of quiz scores; interpreting dot plots Question: Which dataset goes with the dot plot.

Possible: A dot plot with two dots at 0, 1 dot at 3, 2 dots at 4, 2 dots at 5, 3 dots at 6, 5 dots at 7, 3 dots at 8, 2 dots at 9, 1 dot at 10

The histogram above represents the number of "doubles" hit by Hank Aaron over his career. ( A double is when a batter makes it to second base in one time at bat.) Determine the number of years for which the data is recorded.

Possible: a histogram with a horizontal axis representing the number of doubles and a vertical axis representing the frequency.  The values on the horizontal axis range from 5 to 50 with a bin width of 5.  The first bin from 5 to 10 has a height of 1; the 2nd bin from 10 to 15 has a height of 2; the 3rd bin from 15 to 20 has a height of 2; the 4th bin from 20-25 has a height of 3, the 5th and 6th bin from 25 to 30 and 30 to 35 both have a height of 5; the 7th bin from 35 to 40 has a height of 3; the 8th and 9th bin from 40 to 45 and 45 to 50 both have a height of 1.

A random sample of 25 households from a school district was surveyed A random sample of 25 households from a school district was surveyed. In this survey, data were collected on the age of the youngest child living in each household. The histogram below displays the data collected in the survey. In which of the following intervals is the median of these data located?

Possible: A histogram of a random sample of 25 households with the horizontal axis representing the age (in years) and the vertical axis is the frequency.  The first bin is [0,2) at 4; the 2nd bin is [2,4) at 1; then [4,6) at 2, then [6,8) at 5, then [8,10) at 3, then [10, 12) at 8, and finally from [12,14) at 2. There are 25 data values. The median is the middle data point, which in this problem is the 13th value. This falls in the 8 year old to less than 10 year old range. In which of the following intervals is the median of these data located?

What does the one dot at about 8.52 represent? The mean number of minutes for app engagement by a tablet user is 8.2 minutes. Suppose the standard deviation is one minute and it is modeled well by a normal curve N(8.2, 1). A new version of the app was created and the developer wanted to know if the new app had similar engagement time and sampled of 60 users. What value of the sample mean would be consistent with the population being N(8.2,1)? To investigate this, you simulated 500 samples for n = 60 from a population that is N(8.2,1), which is shown below in the dot plot of sample means minutes of engagement time with the app. What does the one dot at about 8.52 represent?

Possible: Dot plot that is mound shaped with values ranging from about 7.8 to 8.52.  There is one dot that is highlighted at the extreme right at about 8.52. Since this is a dotplot of sample means, then each dot represents one of the 500 simulations. This particular dot represents a sample mean of 8.52 minutes of app engagement for one of the 500 simulations.