Lesson 2 Flashcards

1
Q

What does multiple regression provide?

A

On average” effects, not individualized predictions.

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2
Q

What is a Key-X variable

A

The explanatory variable whose causal effect we aim to identify.

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3
Q

What are control variables?

A

Variables related to both the dependent variable and Key-X, used to isolate causal effects.

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4
Q

Why is holding other factors constant important?

A

It helps isolate the causal effect of Key-X by removing influences from control variables.

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5
Q

What is Condition 5 in regression models?

A

Key-X must be uncorrelated with the error term for valid causal inference.

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6
Q

What happens if Condition 5 is violated

A

The model’s causal claims become unreliable; must redesign or acknowledge limitations.

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7
Q

What is the difference between imprecision and inaccuracy

A

precision is random error; inaccuracy is systematic bias (e.g., omitted variables

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8
Q

How can causal effects change over time?

A

Due to changes in the economy, markets, social factors, and environment.

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9
Q

What do regression flowchart symbols represent?

A

Rectangles = Variables, Ovals = Unobserved factors, Solid arrows = Causal effects, Dashed arrows = Potential problems.

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10
Q

What are mediating factors and mechanisms?

A

Variables through which Key-X influences the outcome; explain how effects travel.

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11
Q

What does regression analysis do?

A

Quantifies the relationship between a dependent variable (Y) and explanatory variables (X).

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12
Q

What is the simple linear regression model formula?

A

Y = β0 + β1X + ε

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13
Q

what does the intercept (β0) represent?

A

The value of Y when X = 0.

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14
Q

What does the slope (β1) represent?

A

The average change in Y for a one-unit increase in X.

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15
Q

What is the role of the error term (ε)?

A

Captures influences on Y not included in the model.

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16
Q

What are the main assumptions for causal claims in regression?

A

No omitted variables, no reverse causality, no confounding factors.

17
Q

What is a good regression model?

A

includes key variables, leaves out irrelevant ones, and avoids correlation between X and the error term.

18
Q

What is R² (R-squared)?

A

Measures the goodness of fit; closer to 1 means a better model.

19
Q

What are residuals in regression?

A

Differences between actual and predicted Y.

20
Q

What does “holding other factors constant” mean?

A

Controlling for other variables to isolate the effect of the main explanatory variable.