Question

the three collinear points on line m are
point is not on line m.
line(s) could be drawn through points p and x.

Explanation:

Step1: Identify collinear points on line m

Points J, K, and W lie on line m.

Step2: Find point not on line m

Point P is not on line m.

Step3: Determine number of lines through two points

According to the postulate, exactly one line can be drawn through two distinct points. So, one line can be drawn through points P and X.

Answer:

The three collinear points on line m are J, K, W.
Point P is not on line m.
One line(s) could be drawn through points P and X.