(a) We note that all sketched lines in the scatterplots slope upwards.

The least-squares line has the steepest slope, when the line slopes upwards the strongest.

In this case, we note that the middle scatterplot of AB magnitude alert vs. AB magnitude No-Tone contains the steepest line and thus the pair of conditions Alert and No-Tone produce the steepest estimated slope.

(b) The least-squares line has the largest SSE when the vertical distance between the points and the least-squares line is greatest.

We note that the middle scatterplot of AB magnitude alert vs. AB magnitude No-‘Tone contains a single point at the bottom of the scatterplot that deviates much more from the least-squares line than all other points in the other scatterplots.

We would then expect the least-squares line in the middle scatterplot to have the largest SSE and thus the pair of conditions Alert and No-tone produce the largest SSE.

(c) he least-squares line has the smallest estimate of o when the vertical distance between the points and the least-squares line is greatest.

We note that the points in the right scatterplot of AB magnitude Sim vs. AB magnitude Alert appear to lie the closest to the least-squares line compared to the other scatterplots.

We would then expect the least-squares line in the right scatterplot to have the smallest estimate of o and thus the pair of conditions Sim and Alert produces the smallest estimate of σ

The least-squares line has the steepest slope, when the line slopes upwards the strongest.

In this case, we note that the middle scatterplot of AB magnitude alert vs. AB magnitude No-Tone contains the steepest line and thus the pair of conditions Alert and No-Tone produce the steepest estimated slope.

(b) The least-squares line has the largest SSE when the vertical distance between the points and the least-squares line is greatest.

We note that the middle scatterplot of AB magnitude alert vs. AB magnitude No-‘Tone contains a single point at the bottom of the scatterplot that deviates much more from the least-squares line than all other points in the other scatterplots.

We would then expect the least-squares line in the middle scatterplot to have the largest SSE and thus the pair of conditions Alert and No-tone produce the largest SSE.

(c) he least-squares line has the smallest estimate of o when the vertical distance between the points and the least-squares line is greatest.

We note that the points in the right scatterplot of AB magnitude Sim vs. AB magnitude Alert appear to lie the closest to the least-squares line compared to the other scatterplots.

We would then expect the least-squares line in the right scatterplot to have the smallest estimate of o and thus the pair of conditions Sim and Alert produces the smallest estimate of σ