Regular vs Irregular Polygons: Construct & Compare

Froggy Jumps

Played 0

Create copy

About this activity

Polygons: regular vs irregular

Created by

Joy Baloloy

Philippines

Download the paper version to play

Top 10 results

There are still no results for this game. Be the first to stay in the ranking! Log in to identify yourself.

Make your own free game from our game creator

Compete against your friends to see who gets the best score in this game

Make challenge

pizza

Lorelay Tyana

Romania

(258)

joc despre pizza
Phlebotomy Order of Draw Quiz

Pamela Chapman

United States

(59)

Test your knowledge of the order of draw in Phlebotomy with these 10 questions!
Ethos, Pathos, and Logos Quiz

Kristine Vester

United States

(131)

Test your knowledge of ethos, pathos, and logos with these 10 questions on examples of persuasive techniques.
Bill of Rights Game - The Constitutionalist

Doni The Don

United States

(89)

Test your knowledge on the Bill of Rights. A fun way to test your knowledge and focus on where you need to improve.
The Integumentary System

Breanna Nesbitt

United States

(58)

Functions and Structures of the skin

		%
	Anonymous	%
		%
		%

Print your game

Regular vs Irregular Polygons: Construct & Compare


Froggy Jumps Regular vs Irregular Polygons: Construct & CompareOnline version Polygons: regular vs irregular by Joy Baloloy 1 What makes a regular polygon unique among its sides? a All sides are equal in length b All angles are equal c It has an even number of sides 2 What defines an irregular polygon? a All angles are right angles b All sides are equal c Sides and/or angles are not all equal 3 How many sides does a regular polygon with all equal angles have? a Any number n ≥ 3 b Exactly 4 c Only 6 4 Which angle property is the same for all corners in a regular polygon with n sides? a Interior angle measure is the same b One side length is longer c All exterior angles sum to 180° 5 What is the formula for the sum of interior angles of an n-gon? a (n+2) × 90° b n × 180° c (n-2) × 180° 6 What is the measure of each exterior angle of a regular n-gon (if n > 2)? a 360°/n b 720°/n c 180°/n 7 Which construction tool is commonly used to create a regular polygon inscribed in a circle? a Ruler b Protractor c Compass 8 To construct a square with compass and straightedge, which step is essential? a Draw equal radii to form perpendicular bisectors b Set all sides to equal weight c Measure with a protractor 9 Can a regular polygon have an odd number of sides? a Only even sides b No, never c Yes, e.g., pentagon 10 Which polygon has all sides and all angles equal? a Irregular polygon b Convex polygon c Regular polygon 11 What is the interior angle sum of a regular pentagon (n=5)? a 540° b 900° c 360° 12 What is the exterior angle of a regular hexagon? a 60° b 120° c 30° 13 How many degrees are in each interior angle of a regular triangle (equilateral)? a 90° b 60° c 120° 14 If a polygon has 8 sides, what is the exterior angle measure of each vertex in a regular form? a 30° b 60° c 45° 15 What is an isosceles triangle? a A triangle with all angles 90° b A triangle with two equal sides c A triangle with all sides equal 16 Is it possible to have a regular polygon with 7 sides? a Yes, a regular heptagon exists b Only triangles and squares exist c No, only even-sided exist 17 What is the exterior angle sum around a polygon? a 180° b 360° total c 540° 18 Which quality is NOT needed to call a polygon regular? a It must have at least 3 sides b All vertices must lie in a plane c All sides or all angles must be equal 19 What is the relationship between radius and side length for a regular polygon inscribed in a circle? a Radii vary b Equal radii to vertices and equal chords c Chords are unequal 20 Which polygon property does a regular pentagon share with a square? a All diagonals are equal b All sides can be equal and all angles equal c Only the number of sides is 5 21 What is the term for a polygon that can be drawn with straight lines only? a Ellipse b Polygon c Circle 22 What happens to the interior angle as n increases in regular polygons? a Angles stay the same b Angles get larger c Angles get smaller 23 If a regular polygon has 12 sides, each exterior angle is what? a 45° b 15° c 30° 24 What makes a construction of a regular polygon harder for more sides? a Need precise equal steps and equal radii b Requires measuring tools c Cannot be done with compass 25 Which statement is true about irregular polygons? a All shapes are symmetric b Sides and angles can vary in length and measure c All have equal sides 26 Can a regular polygon be concave? a Only for n>12 b No, regular polygons are always convex c Yes, if a side curves 27 What is the minimum number of sides for a regular polygon? a 2 b 3 c 4 28 What is a diagonal? a A line segment joining nonadjacent vertices b A radius of the circumscribed circle c A side of the polygon 29 Are all triangles regular polygons? a No, only equilateral triangles are regular b Yes, all triangles are regular c Only isosceles are regular 30 What is the relationship between side length equality and regularity? a Opposite sides equal only in even n b All sides must be equal in a regular polygon c Only two sides equal

Regular vs Irregular Polygons: Construct & Compare

Froggy Jumps

About this activity

Created by

Download the paper version to play

Top Games

Froggy Jumps

pizza

Froggy Jumps

Phlebotomy Order of Draw Quiz

Froggy Jumps

Ethos, Pathos, and Logos Quiz

Froggy Jumps

Bill of Rights Game - The Constitutionalist

Froggy Jumps

The Integumentary System

Froggy Jumps

Regular vs Irregular Polygons: Construct & CompareOnline version

by Joy Baloloy

What makes a regular polygon unique among its sides?

What defines an irregular polygon?

How many sides does a regular polygon with all equal angles have?

Which angle property is the same for all corners in a regular polygon with n sides?

What is the formula for the sum of interior angles of an n-gon?

What is the measure of each exterior angle of a regular n-gon (if n > 2)?

Which construction tool is commonly used to create a regular polygon inscribed in a circle?

To construct a square with compass and straightedge, which step is essential?

Can a regular polygon have an odd number of sides?

Which polygon has all sides and all angles equal?

What is the interior angle sum of a regular pentagon (n=5)?

What is the exterior angle of a regular hexagon?

How many degrees are in each interior angle of a regular triangle (equilateral)?

If a polygon has 8 sides, what is the exterior angle measure of each vertex in a regular form?

What is an isosceles triangle?

Is it possible to have a regular polygon with 7 sides?

What is the exterior angle sum around a polygon?

Which quality is NOT needed to call a polygon regular?

What is the relationship between radius and side length for a regular polygon inscribed in a circle?

Which polygon property does a regular pentagon share with a square?

What is the term for a polygon that can be drawn with straight lines only?

What happens to the interior angle as n increases in regular polygons?

If a regular polygon has 12 sides, each exterior angle is what?

What makes a construction of a regular polygon harder for more sides?

Which statement is true about irregular polygons?

Can a regular polygon be concave?

What is the minimum number of sides for a regular polygon?

What is a diagonal?

Are all triangles regular polygons?

What is the relationship between side length equality and regularity?