Question

Match the polygons formed by the sets of points with their perimeters (rounded to the nearest hundredth).

38 units
25.4 units
19.24 units
50 units

Answer 1

To match the polygons formed by sets of points with their perimeters, we determine the polygons closest in perimeter to the given values.

Step-by-step explanation:

To match the polygons formed by sets of points with their perimeters, we need to find the polygons that have perimeters closest to the given values. Here are the matches:

1. A polygon with a perimeter of 38 units is matched with a polygon that has a perimeter of approximately 19.24 units.
2. A polygon with a perimeter of 25.4 units is matched with a polygon that has a perimeter of approximately 19.24 units.
3. A polygon with a perimeter of 19.24 units is matched with itself, as it is already present in the given choices.
4. A polygon with a perimeter of 50 units is matched with a polygon that has a perimeter of approximately 25.4 units.