0
Give the classifications of polygons according to their sides their?
Wiki User
∙ 11y ago
Add your answer:
Earn +20 pts
Give and describe parts of a polygon?
A polygon is a shape constructed by straight lines. Examples: triangle 3 sides, quadrilateral 4 sides, pentagon 5 sides, hexagon 6 sides, heptagon 7 sides, octagon 8 sides ...... etc Polygons can be regular (equal sides) or irregular (unequal sides) Polygons have interior angles that are measured at their vertex. To find the sum of a polygon's interior angles: (number of sides-2)*180 All polygons have a total sum 360 degrees exterior angles.
Why do you calculate perimeter by adding?
Adding the lengths of the straight sides of any polygon will give its perimeter. In the case of regular polygons it will be the length of the side multiplied by the number of sides. But in the case of a non-regular polygon all the individual sides' lengths will be added to give you the perimeter.
What are polygons give example of polygons?
a polygon is a a shape with equal sided shape
What are the name or type of polygon?
A polygon is a closed 2-dimensional shape whose boundaries are straight lines. These are its sides and a polygon can have 3 or more sides - with no maximum number. A 3 sided polygon is a triangle and a 4-sided one is called a quadrilateral. For 5 or more sides, the names are of the form n-gon where n is the Greek prefix for the number of sides. Since the number of sides is limitless, there are infinitely many polygons and so infinitely many names. It is obviously not possible to give a comprehensive list. See the link below for guidance on the prefices. However, you should use prefices for polygons with more than 12 sides only if you want to be unhelpful, obfuscatory or pretentious. If you wish to be communicative and helpful to your reader, it is much better (and wholly acceptable) to refer to a 17-sided polygon as a 17-gon rather than heptadecagon (and that's still a relatively easy name to decipher).
Give me the answer to solve a comple area of complex polygons?
There is no simple answer. There are different formulae depending on the infomation available: side lengths, apothems, angles etc.
Can some one give me a haiku about polygons?
Shapes with many sides, Polygons tessellate well, Geometry fun.
Give and describe parts of a polygon?
A polygon is a shape constructed by straight lines. Examples: triangle 3 sides, quadrilateral 4 sides, pentagon 5 sides, hexagon 6 sides, heptagon 7 sides, octagon 8 sides ...... etc Polygons can be regular (equal sides) or irregular (unequal sides) Polygons have interior angles that are measured at their vertex. To find the sum of a polygon's interior angles: (number of sides-2)*180 All polygons have a total sum 360 degrees exterior angles.
Why do you calculate perimeter by adding?
Adding the lengths of the straight sides of any polygon will give its perimeter. In the case of regular polygons it will be the length of the side multiplied by the number of sides. But in the case of a non-regular polygon all the individual sides' lengths will be added to give you the perimeter.
Does a polygon have four sides?
Answer: Yes it can have four sides, but as the explanation below shows, it can have many other numbers of sides as well. Explanation: A polygon can have as many sides as needed. We give specific names to polygons dependent upon the number of sides that it has: triangle: A polygon made with three sides. quadrilateral: A polygon made with four sides. pentagon: A polygon made with five sides. hexagon: A polygon made with six sides. heptagon: A polygon made with seven sides. octagon: A polygon made with eight sides . In fact, if we have n sides, we can call that polygon an n-gon. So in short, yes a polygon can have four sides, so all 4 sided shapes are polygons, however, not all polygons have four sides.
What are polygons give example of polygons?
a polygon is a a shape with equal sided shape
Give an example of classifications of reality pertaining to anthropology?
Anthropologists may classify reality into three broad categories: supernatural reality, social reality, and natural reality. Supernatural reality includes beliefs in deities, spirits, and mystical forces. Social reality refers to cultural norms, values, and institutions that shape human interactions. Natural reality involves the physical world and the laws of nature that govern it.
Does compromise require that both sides in a conflict give something?
Yes, compromise means that both sides (or all sides) in a conflict give something.
What are the name or type of polygon?
A polygon is a closed 2-dimensional shape whose boundaries are straight lines. These are its sides and a polygon can have 3 or more sides - with no maximum number. A 3 sided polygon is a triangle and a 4-sided one is called a quadrilateral. For 5 or more sides, the names are of the form n-gon where n is the Greek prefix for the number of sides. Since the number of sides is limitless, there are infinitely many polygons and so infinitely many names. It is obviously not possible to give a comprehensive list. See the link below for guidance on the prefices. However, you should use prefices for polygons with more than 12 sides only if you want to be unhelpful, obfuscatory or pretentious. If you wish to be communicative and helpful to your reader, it is much better (and wholly acceptable) to refer to a 17-sided polygon as a 17-gon rather than heptadecagon (and that's still a relatively easy name to decipher).
What is important about scale and coordinate systems in gis?
Scale and coordinates are what give points, lines, and polygons location as it relates to the location on the Earth.
Give the examples of classifications of family?
British Royals-high class. normal families-middle class. homeless people-low class.
3 classifications of technology and give examples for each types of technology?
A.) Gadgets - watch B.) Products - shampoo C.) Processes - laundering
How do find the value of pi?
To only three significant digits, pi is equal to 3.14. As for the method of finding pi, there are a few. Geometrically, pi can be obtained by finding the area of inscribed polygons with many sides. This can be written as an infinite series where the sides of the polygons increase unto infinity when it finally becomes the circle. In this case, the area of the circle with a radius of 1 is equal to pi. On the other hand, one can do the same thing with perimeters, then dividing the perimeter by the diamter. This will also give you pi. This was Archimedes' method, the previous was a method used by earlier mathematicians. In summation, the value of pi can be seen as the area of a circle with radius 1 or the ratio of the circumference to the diameter.
