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Psych Stats Midterm: Descriptive & Inferential Stats, Samples & Populations, Measures, Exams of Psychology

An overview of various statistical concepts and techniques used in psychological research. Topics covered include descriptive statistics such as measures of central location (mean, median, mode) and measures of variation (range, mean deviation, variance, standard deviation), as well as inferential statistics like estimating population parameters from sample data and hypothesis testing. The document also discusses different types of variables (nominal, ordinal, interval, ratio) and their properties, as well as transformations and correlation analysis.

Typology: Exams

2023/2024

Available from 04/12/2024

DrShirley
DrShirley 🇺🇸

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Download Psych Stats Midterm: Descriptive & Inferential Stats, Samples & Populations, Measures and more Exams Psychology in PDF only on Docsity! Psychological Statistics Midterm Descriptive Statistics - Techniques for summarizing the numeric properties of groups Inferential Statistics - The use of estimates to test hypotheses about parameters which cannot be measured directly Sample - Small group to represent the larger group of interest Population - The entire group of interest Estimates - Properties of samples Parameters - Properties of populations Nominal variables - Values are labels with no order (ex: faculty) Ordinal variables - Values are labels with order (ex: letter grades) Interval variables - Values are numbers with an arbitrary zero (ex: temperature) Ratio variables - Values are numbers with a real zero (zero really means zero) (ex: age, height, etc.) Discrete information - limited number of values possible within the range of values Continuous information - all "in between" values are possible (ex: age, height, etc.) Cumulative frequency - sum of frequencies up to and including a given category Central location/Averages - A typical response (mean, median, mode) Variation - Spread of distribution - very spread out or condensed Sometimes around a measure of central location 4 measures of variation: range, mean deviation, variance, standard deviation Zero skew - Symmetric distribution Positive skew - many low values, few high values Negative skew - many high values, few low values Biased estimate - An approximation for a parameter that contains systematic error so that it always over or under-estimates the parameter Standard score - "z" A transformation of a raw score into distance from the mean in units of standard deviation z = (X - mean) / s Causality - The assumption that a change in one variable directly brings about a change in another variable Correlation - "r" An indicator of bivariate linear relationship that gives the direction and strength of the relationship Covariance - An indicator of bivariate relationship that gives the direction of the relationship Coefficient of determination - "r²" Measures the proportion of the variation in one variable that can be accounted for by variation in another variable Dependent variable - The variable that is observed to assess the result of manipulating the independent variable Independent variable - The variable that is manipulated to study the effect on the dependent variable Residual - (Y-Y') The error of estimation; The differencebetween the value of the dependent variable and its estimate Standard error of estimation - The standard deviation around the regression line or the standard deviation of residuals Simple probability - The likelihood of occurence of an event Joint probability - The likelihood of co-occurence of two or more events Denoted as P(A and B) or P(A∩B) Independent events - Event in which the outcome of the first does not influence the outcome of the second So P(A|B) = P(A) and P(B|A) = P(A) Mutually exclusive events - Their joint probability is zero and the disjunctive probability is the sum of the individual probabilities If A and B are mutually exclusive, P(A∪B) = P(A) + P(B) Conditional probability - The likelihood of event B occuring given that event A has already occurred Denoted as P(B given A) or P(B|A) Disjunctive probability - The likelihood of either event A or event B both occuring Denoted as P(A or B) or P(A∪B) Permutations - The total number of orderings of a set or subset
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