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  2. Lesson 3 Box Models and Combinations | Introduction to ...

    dlsun.github.io/probability/box-models.html

    In a box model, there are \(N\) tickets in a box, and we draw \(n\) tickets from the box. For example, three rolls of a fair die can be modeled as \(n=3\) draws from the box \[ \fbox{$\fbox{1}\ \fbox{2}\ \fbox{3}\ \fbox{4}\ \fbox{5}\ \fbox{6}$}.

  3. Statistics 10 Lecture 12 Expected Values and Standard Errors ...

    www.stat.ucla.edu/~vlew/stat10/archival/FA00/lectures/fa...

    1. Review Box Models 5 Questions you should ask yourself about box models: 1) What numbers (tickets) go into the box? 2) How many of each kind of ticket? You might be thinking in terms of percentages or actually counts or proportions. Example: craps is a like a box with 36 tickets that have numbers 2-12 on them in different

  4. 8.0 Lesson Plan - Duke University

    www2.stat.duke.edu/~banks/111-lectures.dir/lect8.pdf

    Box models describe: rolls of a die, tosses of a coin (fair or unfair), and (approximately) drawing a sample of U.S. citizens by randomly chosen SSNs and asking for whom they plan to vote. For a box model, the expected value is the average of the numbers in the box. xp(x) for discrete distributions.

  5. Simulating Probability Situations Using Box Models

    illuminations.nctm.org/Tools/BoxModel/student/...

    The interactive tool in this i-Math investigation is a "box model" to explore the relationship between theoretical and experimental probabilities. A "box model" is a statistical device that can be used to simulate standard probability experiments such as flipping a coin or rolling a die.

  6. Stats Stuff - Utah State University

    www.usu.edu/.../Probability/probModels2.html

    A box model is an analogy between a chance process and drawing tickets from a box. With replacement indicates that after a ticket is drawn it is replaced in the box before another draw is made. To make a box model: Decide which numbers go into the box. Decide how many of each of number go into the box. Decide how many draws are appropriate.

  7. This paper revisits the box model, a metaphor developed by David Freedman to explain sampling distributions and statistical inference to introductory statistics students. The basic idea is to represent all random phenomena in terms of drawing tickets at random from a box.

  8. The Box Model - ingrimayne.com

    ingrimayne.com/statistics/box_model_text.htm

    The Box Model. I had never heard of the Box Model until I used Statistics by David Freedman, Robert Pisani, and Roger Purves as a course textbook a few years into the 21st century. It simplifies a great many problems by seeing them as a process of pulling tickets from a box.