(BAD) 11 - Tests For Relationship

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Flashcards covering key vocabulary and concepts from the Week 12 Intro Lecture, focusing on hypothesis testing, chi-square tests, data analysis, and statistical thinking.

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19 Terms

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Chi-Square Test for Independence

A statistical test used to determine if there is a significant association between two qualitative variables.

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Chi-Square Test for Goodness of Fit

A statistical test used to determine if the observed frequency distribution of a categorical variable matches an expected theoretical distribution.

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Chi Square Test Assumptions

Observations being independent and for the expected frequencies, none of them to be empty and no more than 20% should be less than five.

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P Value

Compares the test statistic to some distribution to calculate the p value.

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Calculate the P Value

Compares a test statistic to the chi squared distribution.

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Test Statistic

Measures the difference between what you observe and what you expect.

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Null Hypothesis

States that the difference we see might be due to chance.

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Alternative Hypothesis

Says that the difference between what you observe and what you expect is not due to chance

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Null Hypothesis

Data fits some theoretical distribution

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Alternative Hypothesis

Data doesn't fit some theoretical distribution

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Chi Square Test for Independence

Tests whether two qualitative variables are related.

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Chi Square Test for Independence

Number of degrees of freedom is m minus one times n minus one.

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Regression Test for the Slope

Determines if the relationship between two quantitative variables is significant.

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Linear Model

Best line that fits through the data.

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Linear Regression Equation

Dependent variable as y = intercept + coefficient times the independent variable + noise/residual

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Assumptions

Four assumptions are linearity, independence, normality, and homoscedasticity.

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Test Statistic

Observed value minus the Expected value divided by the standard error

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Degrees of Freedom

The number of degrees of freedom is n minus two

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Estimate

The estimated value for the coefficient.