1. The final panel shows the transformed data with a superimposed regression line . 2. Two regression lines ( red ) bound the range of linear regression possibilities. 3. The reason is this : draw a linear regression line through some data points. 4. "But there's lots of disagreement or discussion on where the regression line will hit zero," 5. Data points with high leverage force the regression line to be close to the point. 6. Respective concentrations at the no-net-flux point are represented by the x-intercept of the regression line . 7. However with 62 countries out of 88 getting no medals, the regression line will be almost flat. 8. The SegReg output provides statistical confidence belts of the regression lines and a confidence block for the breakpoint. 9. In the case of three major axis of this ellipse falls on the orthogonal regression line for the three vertices. 10. The recovery for this method can be determined by plotting Cout-Cin over Cin and computing the slope of the regression line .
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