Statistics Flashcards

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Description and Tags

* left off at lecture 8

33 Terms

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Variables

Any characteristics, number, or quantity that can be measured or counted and whose value changes (varies) across different data units or over time… vary from one another

If a characteristic never changes across your study group, it is a constant rather than this.

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Levels of variables

Number of variables

Ex: Education level (High School, Bachelor’s, Master’s, Ph.D.) = 4 levels of variables

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Constants

A characteristic, value, or number that doesn’t change across all observations, subjects, or units in a given data set or study… Don’t vary from observation to observation.

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Qualitative

Non-numerical, descriptive information. Values are categories.

Ex: Hair colors, easy/medium/hard, male vs. female

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Quantitative

Collection, organization, analysis, and interpretation of numerical data. Meaningful #’s.

Ex: mean, median, standard deviation, t-tests, ANOVA, height, weight, temperature, # of students in a class, stock prices.

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IV (Independent variable)

(X) Variable that is changed. What is manipulated or controlled to see if it causes a change in another variable.

Ex: Hours spent studying

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DV (Dependent Variable)

(Y) The outcome or thing you measure to see if it responds to the IV.

Ex: Exam score

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Quasi-Experimental Desgin

Researcher groups people based on pre-existing/current conditions. Participants are not randomly assigned to treatment and control groups.

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Experimental Design

Random grouping. Research holds active control over who receives the intervention and when. We need basic group comparisons (t-tests, ANOVA) to test any differences.

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Determining Association vs Causation from Study Design

-Association: Observational studies. Measures patterns, correlations, odds ratios between variables. Do not prove causation b/c they suffer from confounding (unmeasured or third variables affecting both factors), and reverse causation (not knowing whether A caused B or B caused A)
Ex: Finding that people who eat more chocolate have lower heart rates is an association; hidden factors like overall diet or exercise may be driving both.

-Causation: Experimental/Quasi-Experimental studies. They measure direct effect of an independent variable on a dependent variable by actively manipulating the exposure. They can support causation b/c randomization breaks the link between confounding variables and the exposure, while control groups and temporal ordering ensure the cause precedes the effect.

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Potential Confounds

An unmeasured or extraneous factor that relates to both the independent and dependent variable, creating a false cause-and-effect relationship.

Ex: Increase in ice cream consumption and increases shark attacks…. whenever there’s the hidden third factor of temperature.

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Hypothesis

A proposed explanation made on the basis of limited evidence as a starting point for further investigation.

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Non-directional Hypothesis

Does not specify a direction with regard to differences (or relations) between parameters → result in two-tailed tests.

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Directional Hypothesis

Specifies a direction with regard to differences (or relations) between parameters → result in one-tailed tests.

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Research Hypothesis

Statement of what the researcher expects to find from the study.

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Alternative Hypothesis

Stats hypothesis that is the alternative to the null positioning that a difference (or relation) exists between population values.

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Null Hypothesis

Statistical hypothesis of no difference (or no relation) or no difference of interest between population values.

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Measures of Central

Mean, median, mode

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Measures of Dispersion

Range, variance, standard deviation

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Normal/bell curve

knowt flashcard image
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Bimodal

knowt flashcard image
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Right skewed/positive skew

Ex: income

<p>Ex: income</p>
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Left skewed/negative skew

Ex: easy tests

<p>Ex: easy tests</p>
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How do you find ∑XY?

X value times Y value

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How do you find ∑X∑Y?

Sum of all X values times sum of all Y values

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How do you find ∑X2? (Or ∑Y2)

(X value)2 + (X value)2 + ….

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How do you find (∑X)2? (Or (∑Y)2)

(Sum of all X values)2

Ex: (272)2 = 73984…. (∑X)2

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<p>Type I Error</p>

Type I Error

when you reject a true null hypothesis (reject the true null)

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<p>Type II Error</p>

Type II Error

When you fail to reject a false null hypothesis (accept the false null)

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Directional Hypothesis

Predicts the specific direction of the relationship between variables (one-tailed)… increase or decrease.
Increase or decrease is due to the IV affecting the DV.

Ex: Students who study for more hours will score higher on the exam.

<p>Predicts the specific direction of the relationship between variables (one-tailed)… increase or decrease.<br>Increase or decrease is due to the IV affecting the DV. <br><br>Ex: Students who study for more hours will score higher on the exam. </p>
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Non-directional hypothesis

Predicts that there is a relationship between variables, but doesn’t specify the direction. The IV will be related to the DV. Doesn’t say the direction, but there is a relationship.

<p>Predicts that there is a relationship between variables, but doesn’t specify the direction. The IV will be related to the DV. Doesn’t say the direction, but there is a relationship. </p>
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Population vs parameter

A population (the group) is the entire group of individuals, items, or events being studied, while a parameter (the number) is a numerical value or summary measure (such as a mean or proportion) that describes a characteristic of that entire population

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Sample vs statistic

A sample is a smaller, manageable subset of individuals or items chosen from a larger group (ex: sample of 100 voters), while a statistic is a numerical value (such as an average or percentage) calculated from that sample data