The regression results below show the relationship between GDP (Y) and private consumption (X) for Thailand from year 1993 to 2019. (n=27) Model 1: Ý, = 0.5695 + 0.1968X; se = (0.0551) (0.7591) R²= 0.8671 Model 2: InY; = -0.3965 + 0.9120X, se = (0.8411) (0.7025) R² = 0.9361

Algebra and Trigonometry (MindTap Course List)
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Author:James Stewart, Lothar Redlin, Saleem Watson
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Chapter2: Functions
Section2.4: Average Rate Of Change Of A Function
Problem 4.2E: bThe average rate of change of the linear function f(x)=3x+5 between any two points is ________.
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Interpret the slope coefficients in Model 1 and Model 2.

The regression results below show the relationship between GDP (Y) and private consumption (X) for
Thailand from year 1993 to 2019. (n=27)
Model 1: Ý, = 0.5695 + 0.1968X;
se = (0.0551) (0.7591)
%3D
R²= 0.8671
Model 2: InY = -0.3965 + 0.9120X,
se = (0.8411) (0.7025)
%3D
R² = 0.9361
Transcribed Image Text:The regression results below show the relationship between GDP (Y) and private consumption (X) for Thailand from year 1993 to 2019. (n=27) Model 1: Ý, = 0.5695 + 0.1968X; se = (0.0551) (0.7591) %3D R²= 0.8671 Model 2: InY = -0.3965 + 0.9120X, se = (0.8411) (0.7025) %3D R² = 0.9361
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