Nathan drew an 8-centimeter line segment. With one of the endpoints of the line segment as the center, he then drew a circle with a radius of 3 centimeters. How many triangles can he create that have the 8-centimeter line segment as one side and a radius of the circle as another side?"
Nathan can create infinitely many triangles with the given conditions. This is because the radius of the circle can be positioned at any point along the line segment, creating a different triangle each time.
