Question: how can we determine how many different regular polygons can be drowned on the 28 points ( circle ) the points all evenly spaced, each

how can we determine how many different regular polygons can be drowned on the 28 points ( circle ) the points all evenly spaced, each vertex of the polygon must be lying on the point.

would you please see the picture below and explain your answer. also, questions number 2 and 3 in the picture.

Regular Polygons 1. How many different regular polygons can be drawn on the 28 points below? (Note: the points are all evenly spaced, and each vertex of a polygon must lie on a point.) 2. What regular polygons could you construct if there were 36 evenly spaced points? 3. What is the relationship between the number of regular polygons you could make and the number of points used? 20

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