Lecture 10 Flashcards
Relationship with More than Two Variables (6 cards)
Line of best fit
- Linear line of best fit
- Goal is to minimize the distance between a straight line and every point at
once - The way we do this is by finding the line that fits the “best”: smallest sum
of squared distance between each point and our line
Interpreting linear regression
The regression coefficient tells us the expected change in the
dependent variable when there is a one-unit increase in the independent variable
y intercept
when x is 0
Multiple linear regression/multivariate regression
- Extend our simple linear regression to include multiple
independent variables - Sometimes referred to as control variables: independent
variables that we may not be specifically interested in
interpreting. We include them to “control for” their influence on
our outcome variable.
Interpreting multiple linear regression
A coefficient in a multiple linear regression tells us the expected
increase (or decrease) in the dependent variable when there is a one
unit increase in the relevant independent variable, holding all other
independent/control variables included in the model constant
statistical significance/p value
Statistical significance indicates
how likely it is that the
relationship between two
variables of a sample might have
occurred by chance and might
not actually be generalizable to
population.
it is the stars*** and p value