Level of significance when one agent was tested against another using multiple linear regression to find the best fit for a number of parallel lines to the data
| F6H8 | A | B | C | |
|---|---|---|---|---|
| The equation for best fit for the F6H8 plot is given as: height = (slope × volume − F6H8) + intercept. | ||||
| Similar equation for each of the solutions A, B, and C were found and as the lines are parallel, the slopes are the same, but the intercepts are different. SPSS output gives 95% confidence intervals for difference between the intercepts for F6H8 and each of the solutions and the p value for this difference. | ||||
| F6H8 | p<0.0001 | p<0.0001 | p<0.0001 | |
| A | p<0.0001 | p<0.0001 | ||
| B | p<0.0001 | p<0.0001 | p = 0.7 | |
| C | p<0.0001 | p<0.0001 | p = 0.7 | |