Points on the same line are said to be collinear; similarly, points in the same plane are said to be coplanar.
- The three collinear points on line m are points J, K and W.
- Points X, Y and P are not on line m
- One line could be drawn through points P and X.
For a point to be on a line, the line must pass through the point. From the attached diagram, we can see that line m passes through points J, K and W. This means that the three collinear points on line m are points J, K and W.
Using the above explanation, we can conclude that points X, Y and P are not on line m, because line m does not pass through any of these points.
Point P can be connected to point X by drawing a line from point P to point X through point Y. There are no other single straight line that can connect points P and X together. Hence, one line could be drawn through points P and X.
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