Suppose you are considering the relationship between a student's GPA and score on the GRE from the following sample data:
GPA | GRE |
3.2 | 725 |
3.9 | 788 |
4 | 775 |
3.4 | 647 |
3.7 | 800 |
3 | 672 |
You calculated a regression equation of: = 299.81 + 123.03x
Solve the equation for the lowest and highest values of x (GPA)
and plot on a graph and draw the best fitting line.
The line of best fit is:
Solving for the lowest and highest values of x (GPA) :
GPA (x) | GRE (y) | y^ = 299.81 + 123.03x | Formula used | |
3.20 | 725.00 | 693.51 | =299.81+123.03*3.2 | |
3.90 | 788.00 | 779.63 | =299.81+123.03*3.9 | |
4.00 | 775.00 | 791.93 | =299.81+123.03*4 | Highest Value |
3.40 | 647.00 | 718.11 | =299.81+123.03*3.4 | |
3.70 | 800.00 | 755.02 | =299.81+123.03*3.7 | |
3.00 | 672.00 | 668.90 | =299.81+123.03*A7 | Lowest Value |
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