Draw two parallel lines on yuour paper. Locate four points on the paper, each an equal distance from both lines. Describe the figure you get if you continue to locate points, each an equal distance from both line. I don't get where to put the points.

The only place that points midway between two parallel lines can be found is along a third parallel line midway between the first two lines.

Your points will all be along that line.

dude idk!

To locate four points that are equidistant from two parallel lines on a paper, you can follow these steps:

1. Draw two parallel lines, denoting them as Line A and Line B, on your paper.
2. Take a ruler or any straight edge and place it perpendicular to both lines, crossing both of them.
3. Mark this intersection point as Point 1.
4. Using the same ruler, measure an equal distance on both Line A and Line B in any direction. Mark these two points as Points 2 and 3, respectively.
5. Connect Points 2 and 3 with straight lines to Line A and Line B, respectively, forming two more lines.
6. The final step is to find the intersection point of these two new lines. Mark this as Point 4.

By following these steps, you will have successfully located four points that are equidistant from both Line A and Line B.

Now, if you continue to locate points, each an equal distance from both lines, you will notice that these points will create another pair of parallel lines that run equidistant between Line A and Line B. This figure is known as a "transversal" and it divides the space between the original parallel lines into smaller parallelograms.