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Statistics
Collaborative Statistics (with edits: Teegarden)
(col10561)
Author:
Mary Teegarden
Keywords:
anova
,
binomial
,
bivariate
,
central
,
chi
,
confidence
,
continuous
,
data
,
dean
,
descriptive
,
discrete
,
distribution
,
elementary
,
exponential
,
geometric
,
hypergeometric
,
hypothesis
,
illowsky
,
intervals
,
limit
,
linear
,
mean
,
normal
,
poisson
,
probability
,
random
,
regression
,
sampling
,
square
,
statistics
,
student-t
,
testing
,
theorem
,
uniform
,
univariate
,
variables
Summary:
Collaborative Statistics was written by Barbara Illowsky and Susan Dean, faculty members at De Anza College in Cupertino, California. The textbook was developed over several years and has been used in courses offered by many California community colleges in regular and honors-level classroom settings and in distance learning classes ... Mary Teegarden.
[Expand Summary]
Collaborative Statistics was written by Barbara Illowsky and Susan Dean, faculty members at De Anza College in Cupertino, California. The textbook was developed over several years and has been used in courses offered by many California community colleges in regular and honors-level classroom settings and in distance learning classes. This textbook is intended for introductory statistics courses being taken by students at two– and four–year colleges who are majoring in fields other than math or engineering. Intermediate algebra is the only prerequisite. The book focuses on applications of statistical knowledge rather than the theory behind it. The labs have been modified to include information on mini-tabs by Mary Teegarden.
[Collapse Summary]
Subject:
Mathematics and Statistics
Language:
English
Popularity:
93.17%
Revised:
2009-07-20
Revisions:
3
Descriptive Statistics: Descriptive Statistics Lab (edited: Teegarden)
(m17333)
Author:
Mary Teegarden
Keywords:
elementary
,
statistics
Summary:
Labs changed to incorporate mini-tabs.
Subject:
Mathematics and Statistics
Language:
English
Popularity:
48.26%
Revised:
2009-07-14
Revisions:
2
Probability Topics: Probability Lab (edited: Teegarden)
(m17335)
Author:
Mary Teegarden
Keywords:
elementary
,
exercise
,
homework
,
lab
,
long-term
,
probability
,
replacement
,
statistics
Summary:
This module presents students with a lab exercise allowing them to apply their understanding of Probability. Using a Minitab simulation, students will compare theoretical probabilities with experimental probabilities as it relates to dice. They will also investigate the effect of sample size.
Subject:
Mathematics and Statistics
Language:
English
Popularity:
67.74%
Revised:
2009-07-14
Revisions:
2
Discrete Random Variables: Lab I (edited: Teegarden)
(m17336)
Author:
Mary Teegarden
Keywords:
cards
,
discrete
,
distribution
,
elementary
,
exercise
,
experiment
,
homework
,
lab
,
probability
,
random
,
statistics
,
variable
Summary:
This module allows students to explore concepts related to discrete random variables through the use of a simple playing card experiment. Students will compare empirical data to a theoretical distribution to determine if the experiment fist a discrete distribution. This lab involves the concept of long-term probabilities. Labs changed to incorporate mini-tabs.
Subject:
Mathematics and Statistics
Language:
English
Popularity:
66.69%
Revised:
2009-07-14
Revisions:
2
Continuous Random Variables: Lab I
(m17348)
Author:
Mary Teegarden
Keywords:
box
,
continuous
,
distribution
,
elementary
,
empirical
,
exercise
,
histogram
,
lab
,
plot
,
statistics
,
uniform
Summary:
In this lab exercise, students will compare and contrast empirical data using Minitab with the Uniform Distribution. Note: This module is based on a student being able to access the Minitab statistical program. This modu
Subject:
Mathematics and Statistics
Language:
English
Popularity:
54.33%
Revised:
2009-07-14
Revisions:
2
Hypothesis Testing of Single Mean and Single Proportion: Lab (Edited: Teegarden) 02
(m17351)
Author:
Mary Teegarden
Keywords:
elementary
,
statistics
Summary:
update of figure 1 to be a normal curve
Subject:
Mathematics and Statistics
Language:
English
Popularity:
39.38%
Revised:
2009-07-14
Revisions:
2
Collaborative Statistics: Author Acknowledgements
(m16308)
Authors:
Susan Dean
,
Barbara Illowsky, Ph.D.
Keywords:
elementary
,
statistics
Summary:
This module contains the author acknowledgements for the Collaborative Statistics textbook/collection.
Subject:
Mathematics and Statistics
Language:
English
Popularity:
82.98%
Revised:
2009-08-02
Revisions:
9
Magnetics
(m22749)
Authors:
Samuel Maguire-Boyle
,
Andrew R. Barron
Keywords:
Currie Law
,
diamagnetic
,
ferromagnetic
,
magnetic moment
,
Magnetics
,
paramagnetic
Summary:
A brief outline of some of the terms used in general magnetics
Subject:
Science and Technology
Language:
English
Popularity:
68.26%
Revised:
2009-07-13
Revisions:
4
Appendix A to Applied Probability: Directory of m-functions and m-procedures
(m23942)
Author:
Paul E Pfeiffer
Keywords:
Bernoulli and multinomial trials
,
Compound demand
,
Conditional independence
,
Conditional probability
,
Distributions
,
General random variables
,
Independent events
,
Independent random variables
,
Markov systems
,
Matching problems
,
Matlab features
,
m-function
,
Minterm vectors and probabilities
,
m-procedure
,
m-program
,
Quantile functions
,
Simple random variables
,
User defined building blocks
Summary:
User-defined functions as distinct from the basic MATLAB functions which are part of the MATLAB package. An m-procedure (or sometimes a procedure) is an m-file containing a set of MATLAB commands which carry out a prescribed set of operation
Subject:
Mathematics and Statistics
Language:
English
Popularity:
67.90%
Revised:
2009-09-18
Revisions:
8
Random Vectors and Joint Distributions
(m23318)
Author:
Paul E Pfeiffer
Keywords:
applied probability
,
joint distribution
,
random variables
,
random vectors
Summary:
Often we have more than one random variable. Each can be considered separately, but usually they have some probabilistic ties which must be taken into account when they are considered jointly. We treat the joint case by considering the individual random variables as coordinates of a random vector. We extend ... joint distribution.
[Expand Summary]
Often we have more than one random variable. Each can be considered separately, but usually they have some probabilistic ties which must be taken into account when they are considered jointly. We treat the joint case by considering the individual random variables as coordinates of a random vector. We extend the techniques for a single random variable to the multidimensional case. To simplify exposition and to keep calculations manageable, we consider a pair of random variables as coordinates of a two-dimensional random vector. The concepts and results extend directly to any finite number of random variables considered jointly. If the joint distribution for a random vector is known, then the distribution for each of the component random variables may be determined. These are known as marginal distributions. In general, the converse is not true. However, if the component random variables form an independent pair, the treatment in that case shows that the marginals determine the joint distribution.
[Collapse Summary]
Subject:
Mathematics and Statistics
Language:
English
Popularity:
80.49%
Revised:
2009-09-18
Revisions:
8
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