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                                 Modeling One-Variable

      1-
                                 Quantitative Data



                           (C) 2021 BFW Publishers -- for review purposes only.
                Please read the Introduction to the Teacher’s Edition.   The study of descriptive statistics begun in Chapters 1
                It will help prepare you for teaching this course, as it   and 2 will continue in Chapter 3, when relationships
                includes a lot of helpful information and advice.   between two variables are analyzed and modeled. The
                                                                    same  general  approach developed  in  Chapters  1 and  2
                The Big Picture                                     will be used: organize the data, display the data graph-
                                                                    ically, summarize the data numerically, and then model
                Chapter 1 introduced fundamental tools for organizing, dis-  the data if an appropriate model can be found. While the
                playing, and summarizing data for a single variable. Data from   first three chapters are all about describing observed data,
                categorical variables were organized in frequency and relative   later chapters in this book will explain how to collect data
                frequency tables, displayed with bar charts (or pie charts), and   properly,  understand  and  employ  randomness,  interpret
                summarized by calculating proportions. Data from quantitative   probability, and make inferences and predictions about
                variables were organized in lists or tables, displayed with dotplots   larger groups of individuals based on a sample of those
                (or stemplots or histograms or boxplots), and summarized by cal-  individuals.
                culating statistics that measured center and variability. Ultimately,
                Chapter 1 was about describing a distribution of data for a single   Pacing and Assignment Guide
                variable.  Chapter 2 takes the descriptive process one step further
                and introduces density curves, which are mathematical models   Two brief pacing guides are presented here for two types of
                for distributions of data. Arguably the most important density   courses: a 180-day course and a 90-day course. There are
                curve—the normal density curve—is introduced in Chapter 2.  “flex” days built into the schedule to allow for reteaching,
                  Mathematical models for distributions foreshadow a very big   a quiz, teachers’ resource activities, or any interruptions in
                idea in statistics: statistical inference. Statistical inference is the   the school year. A more detailed 180-day pacing guide or
                process of drawing conclusions about a population based on   90-day pacing guide can be found in the Teachers’ Resource
                the data from a sample (subset) of that population. While we   Materials. These more detailed pacing guides also offer
                may have data on only a sample of students from our school,   ideas for customizing the course to fit school years and class
                we can imagine there is some larger pattern at work.    periods of different lengths.



                180 DAY PACING GUIDE

                 Day     Lesson/Class Activity                                           Suggested Assignment

                 1       2.1  Describing Location in a Distribution                       Ex. 7, 11, 15, 17, 21, 23, 28
                 2       2.2  Transforming Data*                                          Ex. 5, 9, 13, 17, 23

                 3       2.3  Density Curves and the Normal Distribution                  Ex. 7, 11, 15, 19, 21, 25

                 4       Flex Day: Do an activity from the Teachers’ Resource Materials, practice using technology, do   Optional assignment:
                         additional practice on, or reteach, difficult learning targets.  2.1 Ex. 22, 2.2 Ex. 18, 2.3 Ex. 20, 22
                 5       Lesson 2.1–2.3 Quiz                                              None

                 6       2.4  The Empirical Rule and Assessing Normality                  Ex. 7, 11, 17, 21, 23, 27








                2-2       CHAPTER 2   •   Modeling One-Variable Quantitative Data





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