Read the following statements:
Statement 1: If it has exactly two sides, then it is a polygon.
Statement 2: If it is not a polygon, then it does not have exactly two sides.
Determine if the statements are true or false and if they have the same meaning.
Both statements are false and they do not have the same meaning.
Both statements are true and they have the same meaning.
Both statements are true and they do not have the same meaning.
Both statements are false and they have the same meaning.
Both statements are false and they do not have the same meaning.
Statement 1 is false because not every shape with exactly two sides is a polygon (e.g., a line segment).
Statement 2 is false because it is possible for something to not be a polygon and still have exactly two sides (e.g., a curved line segment).
Therefore, the statements are not true and they also have different meanings.