MATH 4.1-Perimeter of Polygons (Regular and Irregular)

1. The study of points, lines, angles, surfaces, and solids.

• A. Geometry
• B. Parallel
• C. Polygon
• D. Quadrilateral

2. Lines that are always the same distance apart; parallel lines never meet.

• A. Geometry
• B. Parallel
• C. Polygon
• D. Quadrilateral

3. A closed, many-sided figure that is made up of line segments.

• A. Geometry
• B. Parallel
• C. Polygon
• D. Quadrilateral

4. A polygon with four sides.

• A. Geometry
• B. Parallel
• C. Polygon
• D. Quadrilateral

5. A four-sided polygon with four right angles and the opposite sides equal.

• A. Rhombus
• B. Parallel
• C. Polygon
• D. Quadrilateral

6. A four-sided polygon with two pairs of parallel sides having the same length.

• A. Polygon
• B. Parallel
• C. Rectangle
• D. Quadrilateral

7. A polygon in which each side and each angle has the same measure.

• A. Polygon
• B. Quadrilateral
• C. Regular Polygon
• D. Irregular Polygon

8. A polygon that is not uniform in shape or size.

• A. Polygon
• B. Quadrilateral
• C. Regular Polygon
• D. Irregular Polygon

9. What is the formula to calculate the perimeter of a regular polygon?

• A. Perimeter = Number of sides ÷ Length of each side
• B. Perimeter = Number of sides + Length of each side
• C. Perimeter = Number of sides - Length of each side
• D. Perimeter = Number of sides × Length of each side

10. A regular hexagon has a side length of 5 cm. What is its perimeter?

• A. 30 cm
• B. 25 cm
• C. 20 cm
• D. 35 cm