which is a set of collinear points

1. G, H, I
2. L, H, I
3. G, H, J
4. G, I, J

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A set of collinear points is a set of points that lie on the same straight line.

Based on the options provided, the set of collinear points is:
Option 1: G, H, I

To determine which set of points is collinear, we need to understand what it means for points to be collinear. Collinear points are points that lie on the same straight line. In other words, if you can draw a straight line that passes through all the points in the set, then they are collinear.

Let's examine each option:

1. G, H, I: To determine if these points are collinear, visualize a straight line passing through points G, H, and I. If it is possible to draw a straight line that passes through all three points, then they are collinear.

2. L, H, I: Again, visualize a straight line passing through points L, H, and I. If it is possible to draw a straight line that passes through all three points, then they are collinear.

3. G, H, J: Once more, visualize a straight line passing through points G, H, and J. If it is possible to draw a straight line that passes through all three points, then they are collinear.

4. G, I, J: As before, visualize a straight line passing through points G, I, and J. If it is possible to draw a straight line that passes through all three points, then they are collinear.

By visualizing the points and trying to draw a straight line through them, we can determine which set of points is collinear.

whichever three lie on a single straight line.