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Textbook Notes for Alan Marshall

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YORKOMIS 2010Alan MarshallFall

OMIS 2010 Chapter Notes - Chapter 16: Chi-Squared Distribution, Null Hypothesis, Test Statistic

OC994525 Page
6 Oct 2011
23
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YORKOMIS 2010Alan MarshallFall

OMIS 2010 Chapter Notes - Chapter 1: Pie Chart, Bar Chart, Level Of Measurement

OC6476524 Page
23 Nov 2012
49
Deals with methods of organizing, summarizing, and presenting data in a convenient and graphical techniques for easy extraction of useful information (
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YORKOMIS 2010Alan MarshallFall

Chapter 10 Textbook Study Guide

OC99456 Page
6 Oct 2011
29
This chapter introduced estimation, a form of statistical inference. Make certain that you understand the sampling distribution of the mean before proc
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YORKOMIS 2010Alan MarshallFall

OMIS 2010 Chapter Notes - Chapter 11: Null Hypothesis, Type I And Type Ii Errors, Test Statistic

OC994516 Page
6 Oct 2011
22
This chapter introduced hypothesis testing, the central topic of a statistics course. Almost every chapter following this one uses the concepts, termin
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YORKOMIS 2010Alan MarshallFall

OMIS 2010 Chapter Notes - Chapter 12: Interval Estimation, Statistical Inference, Confidence Interval

OC994515 Page
6 Oct 2011
31
In this chapter, we presented the statistical inference methods used when the problem objective is to describe a single population. Sections 12. 2 and
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YORKOMIS 2010Alan MarshallFall

OMIS 2010 Chapter Notes - Chapter 14: Dependent And Independent Variables, Royal Institute Of Technology, Ssab

OC2148707 Page
10 Aug 2014
20
This chapter helps compare two or more populations of interval data. Determines whether differences exist between populations means. Anova tests to det
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YORKOMIS 2010Alan MarshallFall

OMIS 2010 Chapter Notes -Descriptive Statistics, Level Of Measurement, Frequency Distribution

OC2148707 Page
10 Aug 2014
22
Descriptive statistics: deals with methods of organizing, summarizing and presenting data in convenient and informative way (ie. graphing techniques) U
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YORKOMIS 2010Alan MarshallFall

OMIS 2010 Chapter Notes - Chapter 13: Test Statistic

OC2148703 Page
10 Aug 2014
12
Inference about difference between two means: independent samples. To test and estimate difference between two population means, draw random samples fr
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YORKOMIS 2010Alan MarshallWinter

OMIS 2010 Chapter Notes - Chapter 1-4: Univariate, Skewness, Unimodality

OC688675 Page
18 Mar 2014
25
Make a table that lists each person, his number or letter: count the number of times that each combination occurs, see if there is a relationship conve
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YORKOMIS 2010Alan MarshallFall

OMIS 2010 Chapter Notes -Sampling Distribution, Standard Error, Central Limit Theorem

OC2148703 Page
10 Aug 2014
20
Is created by sampling draw sample of same size from a population or use rules of probability and laws of expected value and variance to derive samplin
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YORKOMIS 2010Alan MarshallWinter

OMIS 2010 Chapter Notes -Frequency Distribution

OC688672 Page
18 Mar 2014
31
The derivation of sturges" rule is not terribly complex, but not suitable for an introductory statistics course. 2 one statement of the rule is to choo
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YORKOMIS 2010Alan MarshallFall

OMIS 2010 Chapter Notes - Chapter 15: Null Hypothesis, Standard Deviation, Contingency Table

OC2148703 Page
10 Aug 2014
30
Applied to multinomial experiment; generalization of a binomial experiment. In multinomial experiment: there are two or more possible outcomes per tria
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