In the regression equation: Y′ = 3.66 + .15(X). Y′ refers to the Y-intercept.

Regression Equation

A mathematical formula that describes the relationship between two or more variables, typically identifying how one dependent variable changes as an independent variable(s) changes.

Y-intercept

The location on a graph where a line or curve intersects with the y-axis.

Assimilate and operationalize the concept of linear regression and its components (inclination and Y-intercept) in forecasting outcomes.
Determine the value and significance of slopes and Y-intercepts in defining relationships between variables.

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TikisWorld EllsworthNov 07, 2024

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Learning Objectives

Assimilate and operationalize the concept of linear regression and its components (inclination and Y-intercept) in forecasting outcomes.
Determine the value and significance of slopes and Y-intercepts in defining relationships between variables.

In the regression equation: Y′ = 3.66 + .15(X). Y′ refers to the Y-intercept.

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