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Textbook Notes for PSYB07H3 at University of Toronto Scarborough (UTSC)

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UTSCPSYB07H3Dwayne PareFall

PSYB07H3 Chapter 5: Chapter #5 - Probability (Lec 4)

OC106212217 Page
28 Sep 2016
12
The oldest and most common definition of probability is called the analytic view. M&m"s in a bag of 100 m&m"s) and 76 ways of drawing a different color
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UTSCPSYB07H3Douglas BorsFall

PSYB07H3 Chapter Notes - Chapter 1-6: Effect Size, Type I And Type Ii Errors, Statistical Power

OC829796 Page
25 Apr 2014
31
Notes: type i error, the lower the alpha, the smaller chance of a type i error, such as p < 0. 001. The result of a study has to be very extreme for th
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UTSCPSYB07H3Dwayne PareFall

PSYB07H3 Chapter Notes - Chapter 1: Exploratory Data Analysis, John Tukey, Statistical Inference

OC10621225 Page
27 Sep 2016
4
Random sample: ensures each and every element in the population has an equal chance of being selected: example: putting numbers into a hat and drawing
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UTSCPSYB07H3Gabriela IlieSummer

PSYB07H3 Chapter Notes - Chapter 1: Descriptive Statistics, Operational Definition, Dependent And Independent Variables

OC88705 Page
2 Jan 2012
22
Statistics: a set of mathematical procedures for summarizing, organizing, & interpreting information. To summarize the info & reduce it to a set of fac
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UTSCPSYB07H3Dwayne PareFall

PSYB07H3 Chapter Notes - Chapter 2: Interquartile Range, Exploratory Data Analysis, Frequency Distribution

OC106212214 Page
27 Sep 2016
6
One of the simplest methods to reorganize data to make them more intelligible is to polot them in some sort of graphical form: frequency distributions,
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UTSCPSYB07H3dataWinter

stats CHAPTER 2.3.docx

OC405184 Page
22 Apr 2012
21
Frequency distribution: an organized tabulation of the number of individuals located in each category on the scale of measurement. Shows if scores are
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UTSCPSYB07H3Douglas BorsFall

PSYB07H3 Chapter Notes - Chapter 1: Normal Distribution, Frequency Distribution, Unimodality

OC825184 Page
9 Dec 2013
35
Stats, chapter one: displaying the order in a group of numbers using tables and graphs. Use stat methods to help them make sense of numbers they collec
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UTSCPSYB07H3David NussbaumFall

PSYB01 Textbook Notes Chapter 4

OC1331241 Page
10 Sep 2013
29
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UTSCPSYB07H3Dwayne PareFall

PSYB07H3 Chapter Notes - Chapter 5: Mutual Exclusivity, Seat Belt, Continuous Or Discrete Variable

OC64821727 Page
22 Sep 2016
9
The material covered in this chapter has been selected for two reasons. First, it is directly applicable to an understanding of the material presented
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UTSCPSYB07H3S T A T SWinter

stats CHAPTER 2.3.docx

OC405194 Page
26 Apr 2012
27
Frequency distribution: an organized tabulation of the number of individuals located in each category on the scale of measurement. Shows if scores are
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UTSCPSYB07H3dataWinter

stats CHAPTER 1.docx

OC405184 Page
22 Apr 2012
15
Statistics: refers to a set of mathematical procedures for organizing, summarizing and interpreting information. Population: the set of all the individ
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UTSCPSYB07H3Dwayne PareFall

PSYB07H3 Chapter Notes - Chapter 1: Exploratory Data Analysis, Statistical Inference, John Tukey

OC130042 Page
21 Nov 2012
31
Chapter 1 random sample: ensures that each and every element of the population has an equal chance of being selected; ex. Drawing names from a hat rand
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