Does the point $(5, 11)$ lie on the line passing through the points $(2, 5)$ and $(4, 9)$?

Yes, because the slopes are equal.

No, because the slopes are different.

Yes, because the points form a right triangle.

No, because the y-intercepts are different.

To verify that point C lies on the line passing through points A and B, which condition must be true?

The slope of segment AB equals the slope of segment AC.

The length of segment AB equals the length of segment BC.

The slope of segment AB is the negative reciprocal of the slope of segment AC.

Point C is the midpoint of segment AB.