Area of a polygon with given n ordered vertices in C++. So the angle x is 180°/N. BUT, for polygons with 13 or more sides, it is OK (and easier) to write "13-gon", "14-gon" ... "100-gon", etc. I know it is possible but I have a lot of difficulty with comparing 2 different points in lists. Area of n-sided regular polygon = n * (a * a / (4 * tan (180 /n))) Below is the implementation of the above approach: edit In every polygon with perimeter p and area A , the isoperimetric inequality > holds. As … This page describes how to derive the formula for the area of a regular polygon by breaking it down into a set of n isosceles triangles, where n is the number of sides. n = Number of sides of the given polygon. (a) Let A_{n} be the area of a polygon with n equal sides inscribed in a circle with radius r . Solution: The polygon is an octagon, so we have, n = 8. Your email address … Area of largest Circle inscribe in N-sided Regular polygon in C Program? If “n” is the number of sides of a polygon, and “s” is the side length of the polygon, then. Area of a regular polygon Calculator, Calculates the area, perimeter, angle and number of diagonal lines of a regular polygon given the side. Here the radius is the distance from the center of any vertex. The radius of a polygon is distance between center and vertex. where, S is the length of any side N is the number of sides π is PI, approximately 3.142 NOTE: The area of a polygon that has infinite sides is the same as the area a circle. By dividing the polygon into n congruent triangles with central… An n n n-gon is a polygon with n n n sides; for example, a triangle is a 3-gon. Polygon formulas (n = # of sides and s = length from center to a corner) area of a regular polygon = (1/2) n sin(360в°/n) s 2. sum of the interior angles of a polygon use these formulas to help calculate the areas and perimeters of circles, triangles, rectangles, parallelograms, trapezoids, and other polygons. The man that came in to do the tiling was quiet, meticulous, patient and efficient. The formula for computing the area of a regular polygon is $\begin{aligned} \text { Area }=& \frac{n \times s^{2}}{4 \times \tan \left(\frac{\pi}{n}\right)} \end{aligned}$. Your assigned number of sides of the polygon: n = _________ Calculate the Area of Your Polygons Using Area = n sin(360°/ n)/2 (a) Let $ A_n $ be the area of a polygon with $ n $ equal sides inscribed in a circle with radius $ r $. Therefore, Sum of internal angles in an n-gon = n − 2 × 180 °. For example given the list [(0, 0), (4, 0), (2, 2), (4, 4), (0, 4), (2, 2)] I want to find the area. The areas or formulas for areas of different types of polygondepends on their shapes. The lengths of the sides of a polygon do not in general determine its area. Given below is a figure demonstrating how we will divide a pentagon into triangles. Paper by Super 30 Aakash Institute, powered by embibe analysis.Improve your score by 22% minimum while there is still time. There are many ways to find the area of a polygon. Type the number of sides and the polygon area appears in no time. Assign a polygon of number of sides n = 3, 4, 5, 6,…sides (up to 100). Irregular Polygon: A polygon that has sides which are not equal and whose interior angles are … 2. Finally, halve the modulus value to get the area of a polygon with n n n sides. n is just the number of sides/number of triangles. Now we can easily get the h and a using trigonometric equations. Area of a n-sided regular polygon with given side length. Polygon example. Check if a given point lies inside a Polygon, Program to find the Circumcircle of any regular polygon in C++, Minimum height of a triangle with given base and area in C++. The idea here is to divide the entire polygon into triangles. Area of each triangle = (base * height)/2 = a * a/ (4*tan (t)) So, area of the polygon, A = n * (area of one triangle) = a2 * n/ (4tan t) Below is the implementation of the above approach: … Help with how to iterate through the list properly would be great. The area of a polygon is defined as the region occupied irrespective of its shape, like a parallelogram, triangle, quadrilateral, square, rectangle or rhombus. Given the radius (circumradius) If you know the radius (distance from the center to a vertex, see figure above): where r is the radius (circumradius) n is the number of sides sin is the sine function calculated in degrees (see Trigonometry Overview) . Composition and Decomposition of Polygons. What is the area and circumference of a polygon with n equal sides? Depending on the information that are given, different formulas can be used to determine the area of a polygon, below is a list of these formulas: Formula for the area of a regular polygon. Using the formula . area ratio Sp/Sc Customer Voice. Let each side is of length ‘a’. Area of a regular polygon - derivation. Write a Java program to compute the area of a polygon. Where we take no of sides and length of the side of a polygon as an input. The Algorithm – Area of Polygon. R = Radius of the circumscribed circle. Program to print ASCII Value of a character, Difference between Ref and Out keywords in C#, Create Directory or Folder with C/C++ Program, Closest Pair of Points using Divide and Conquer algorithm, Sum of Manhattan distances between all pairs of points. Enter the no.of sides in polygon: 6 Enter the length of side in polygon: 6 Area of polygon is: 93.53074360871938. s is the length of each side. Let us learn here to find the area of all the polygons. How to return multiple values from a function in C or C++? Calculate its perimeter and value of one interior angle. With a scientific calculator or spreadsheet software, you will calculate the area for you assigned polygon with your n sides, as well as the area of polygons with 10n, 1000n, 10,000n, and 100,000n, sides. Line Clipping | Set 1 (Cohen–Sutherland Algorithm), Write Interview The area of any regular polygon is given by the formula: Area = (a x p)/2, where a is the length of the apothem and p is the perimeter of the polygon. Contents. I want to find the area of a non-self intersecting polygon using a 2d list of x,y points. As shown below, a regular polygon can be broken down into a set of congruent isosceles triangles. Python Exercises, Practice and Solution: Write a python program to calculate the area of a regular polygon. Area of a n-sided regular polygon with given side length in C++, Apothem of a n-sided regular polygon in C++. For any regular polygon with n sides of length s, the general formula for the area is: Area = (n × s × a)/2 where a is the apothem; the leng… Area of a n-sided regular polygon with given side length, Area of Triangle using Side-Angle-Side (length of two sides and the included angle), Side of a regular n-sided polygon circumscribed in a circle, Minimum side of square embedded in Regular polygon with N sides, Polygon with maximum sides that can be inscribed in an N-sided regular polygon, Area of a n-sided regular polygon with given Radius, Program to find Area of Triangle inscribed in N-sided Regular Polygon, Area of largest Circle inscribe in N-sided Regular polygon, Length of Diagonal of a n-sided regular polygon, Find the area of rhombus from given Angle and Side length, Angle between 3 given vertices in a n-sided regular polygon, Number of occurrences of a given angle formed using 3 vertices of a n-sided regular polygon, Check if given polygon is a convex polygon or not, Number of triangles formed by joining vertices of n-sided polygon with one side common, Regular polygon using only 1s in a binary numbered circle, Program to find the Interior and Exterior Angle of a Regular Polygon, Program to find the Circumcircle of any regular polygon, Program to find the Perimeter of a Regular Polygon, Determine the position of the third person on regular N sided polygon, Central angle of a N sided Regular Polygon, Check whether two convex regular polygon have same center or not, Find the angle of Rotational Symmetry of an N-sided regular polygon, Program to calculate area of a rhombus whose one side and diagonal are given, Length of diagonals of a Rhombus using length of Side and vertex Angle, Data Structures and Algorithms – Self Paced Course, Ad-Free Experience – GeeksforGeeks Premium, We use cookies to ensure you have the best browsing experience on our website. Calculates the side length and area of the regular polygon inscribed to a circle. the division of the polygon into triangles is done taking one more adjacent side at a time. This is really is splitting the polygon into triangles where the apothem is the height of said triangle and each side of the polygon is the base of that triangle. That is divided into 360°/N different angles (Here 360°/6 = 60°). Please use ide.geeksforgeeks.org, Area is always expressed in square units, such as c m 2, f t 2, i n 2. A Smaller Triangle. Calculate its perimeter and value of one interior angle. circle area Sc . Given a regular polygon of N sides with side length a. We start with any random vertex … Attention reader! m is the number of sides. Pictorial Presentation: Area of Polygon. It is always a two-dimensional plane. The area of the regular polygon is given by. Our analysis will focus on discovering the area of regular polygons as those have determinate formulas that are the same regardless of the size of the polygon. Side length of polygon = 2 cm. So for any polygon with N sides, will be divided into N triangles. Area of a regular polygon = n ×s ×a 2 n × s × a 2. where n n is the number of sides, s s is the length of one side, and a a is known as apothem (it is the line from the center of the regular polygon that is perpendicular to one of its sides. Pentagon (5 Sides) The "Pentagon" in Washington DC has 5 sides. Here's a trig formula that will work for any regular polygon if you know the length of a side: A = s²n / [4 tangent(180°/n)], where s is the length of a side, and n is the number of sides. As shown below, a regular polygon can be broken down into a set of congruent isosceles triangles. The area of any closed shape is the interior space formed by the shape's sides. Pick's theorem gives a simple formula for the polygon's area based on the numbers of interior and boundary grid points: the former number plus one-half the latter number, minus 1. So the angle x is 180°/N. Here is the formula A=mb^2/(4*tan(pi/m)) b is the side length. Sample Problems; Challenging Problems; Sample Problems. Area of largest Circle inscribe in N-sided Regular polygon in C Program? We then find the areas of each of these triangles and sum up their areas. The formulas for areas of unlike polygon depends on their respective shapes. $\bullet$ The method getArea() that returns the area of the polygon. Length of one side, s = 6 cm. What is a polygon? The formulas for areas of unlike polygon depends on their respective shapes. The area of a polygon is defined as the region occupied irrespective of its shape, like a parallelogram, triangle, quadrilateral, square, rectangle or rhombus. The length of each part is a/2. Approach: In the figure above, we see the polygon can be divided into N equal triangles. Through this proof, we will demonstrate how the formula is derived from a basic quadrilateral on a Cartesian plane. Area of polygon formula. Of all n-gons with given side lengths, the one with the largest area is cyclic. Area and Perimeter of Regular Polygons N-sided Polygon. Area of Polygon = n × side × apothem / 2. Determine the position of the third person on regular N sided polygon in C++? This online calculator calculates the area of a polygon given lengths of polygon sides and diagonals, which split the polygon into non-overlapping triangles. Example 1: A polygon is an octagon and its side length is 6 cm. where a is the apothem; the length of a line drawn from the center perpendicular to one of the sides. By dividing the polygon into $ n $ congruent triangles with central angle $ 2\pi/n $, show that $$ A_n = \frac{1}{2} nr^2 \sin \biggl( \frac{2 \pi}{n} \biggr) $$ (b) Show that $ \displaystyle \lim_{n \to \infty} A_n = \pi r^2 $. Side of a regular polygon when area is given can be defined as the line segment that makes up the polygon provided the value of the area of a regular polygon for calculation is calculated using Side=sqrt(4*Area of regular polygon*tan(180/Number of sides))/sqrt(Number of sides).To calculate Side of a regular polygon when area is given, you need Number of sides (n) and Area of regular polygon … More generally, a polygon with n sides can be split into n – 2 n – 1 n triangles. generate link and share the link here. An n-gon is a polygon with n sides; for example, a triangle is a 3-gon. Let’s work out a few example problems about area of a regular polygon. 23, Jul 19. Solution: Given that, Number of sides of regular polygon = 15. Consider the line joining (x1,y1) to (x2,y2) C The area under that line (down to the x-axis) is the y-span midpoint (y1 + y2)/2 times the width (x2 - x1) Hint: Remember that a regular polygon is made up of congruent isosceles triangles. Regular polygons use line segments that form sides enclosing a space (the polygon's interior). Solution: The polygon is an octagon, so we have, n = 8. Find the area of a regular hexagon of side length 5 5 5. For any regular polygon with n sides of length s, the general formula for the area is: Area = (n × s × a)/2. Find number of diagonals in n sided convex polygon in C++, Probability that the pieces of a broken stick form a n sided polygon in C++, Check if it is possible to create a polygon with given n sidess in Python. by MathTeacherCoach. Number of ways to arrange 2*N persons on the two sides of a table with X and Y persons on opposite sides. Test Data: Input the number of sides on the polygon: 7 Input the length of one of the sides: 6. Have you registered for the PRE-JEE MAIN PRE-AIPMT 2016? A polygon with ${x} sides will have an internal angle sum of 180° × ${x-2} = ${(x-2)*180} °. So the angle at the center is 360. The Algorithm – Area of Polygon. Here we will see how to get the area of an n-sided regular polygon whose radius is given. π is a mathematical constant. Few more polygon … To see how this equation is derived, see Derivation of regular polygon area formula. Area of Polygon in Java. polygon area Sp . number of sides n: n＝3,4,5,6.... circumradius r: side length a . Also read: Java program to calculate surface area and volume of a sphere; Java Program to find Volume and Surface Area of a Cylinder ; Leave a Reply Cancel reply. If a polygon has n sides, the relationship between the number of sides and the internal angle at any vertex (in degrees) ... Each side of a polygon will form the base of an isosceles triangle, and the area of the polygon can be found by adding together the areas of all of the triangles thus formed. Area of a n-sided regular polygon with given side length in C++; Area of largest Circle inscribed in N-sided Regular polygon in C Program? Of all n-gons with a given perimeter, the one with the largest area is regular (and therefore cyclic). The area formula is derived by taking each edge AB and calculating the (signed) area of triangle ABO with a vertex at the origin O, by taking the cross-product (which gives the area of a parallelogram) and dividing by 2. So the angle at the center is 360. Examples of regular polygons are: Equilateral triangle, Square and Rhombus Perimeter of Regular Polygon is given by: P = ns Where n is the number of sides and s is the length of each side. I just figured this out on a different quora question. Where, n = number of sides. An online calculator calculates a polygon area, given lengths of polygon sides and diagonals, which split polygon to non-overlapping triangles. L =Side length of a polygon. Example 1. However, if the polygon is cyclic then the sides do determine the area. When finding the area of an irregular polygon, partition the polygon into smaller regular polygon shapes. Therefore, the area of a regular polygon is given by; A = 1/2. And since the perimeter is all the sides = n × side, we get: Area of Polygon = perimeter × apothem / 2. Utilize the Polygon Area Worksheets and score better grades in the exam. Just as one requires length, base and height to find the area of a triangle. Get hold of all the important DSA concepts with the DSA Self Paced Course at a student-friendly price and become industry ready. Here we can see that the polygon is divided into N equal triangles. Area of a n-sided regular polygon with given Radius? Composition and Decomposition of Polygons Years ago, I had my bathroom redone. Use this calculator to calculate properties of a regular polygon. That is divided into 360°/N different angles (Here 360°/6 = 60°). Area of polygon formula of a regular n-sided polygon with s as the length of the sides is given by s/2tan(180/n) Area of Polygon(A) = s/ 2 tan (180/n) Solved Examples. 1. It is always a two-dimensional plane. It can also be called as the radius of the regular polygon). Convex and Concave Polygons Irregular polygons are polygons that do not have equal sides or equal angles. The task is to find the area of the polygon. In this section, we will cover how to find the interior angle of polygons. (Geometry: n -sided regular polygon) In an n -sided regular polygon, all sides have the same length and all angles have the same degree (i.e., the polygon is b… Tag Archives: area of polygon with n sides. In case the students are preparing for any kind of test, then they can start preparation from this Area of the Polygon Worksheet. The area of a polygon circumscribed in a circle is given by, A = [n/2 × L × √ (R² – L²/4)] square units. The area of any polygon is given by: or . 31, Dec 18. So for any polygon with N sides, will be divided into N triangles. The perpendicular is dividing the side into two parts. You also learned the formula for finding the area of any regular polygon if you know the length of one side and the apothem: A = (n × s × a) 2, where n is the number of sides, s is the length of one side, and a is the apothem. Regular polygons. We then find the areas of each of these triangles and sum up their areas. A = (15 * 2² * cot(π/15))/4 = (15 x 4 x 4.704)/4 = 282.24/4 = 70.56. 16, Oct 20 . Let the length of the radius is h. Here we can see that the polygon is divided into N equal triangles. A short video showing how to prove the sum of the angles in a n-sided polygon is 180° × (n-2). Suppose, to find the area of the triangle, we have to know the length of its base and height. Triangles, quadrilaterals, pentagons, and hexagons are all examples of polygons. Apothem is a segment that joins the polygon’s center to the midpoint of any side and it is perpendicular to that side. To solve this problem, we have drawn one perpendicular from the center to one side. Through this proof, we will demonstrate how the formula is derived from a basic quadrilateral on a Cartesian plane. This page describes how to derive the formula for the area of a regular polygon by breaking it down into a set of n isosceles triangles, where n is the number of sides. A polygon is any 2-dimensional shape formed with straight lines. An apothem is also used sometimes to find the area of a regular polygon. Stack Exchange network consists of 176 Q&A communities including Stack Overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers.. Visit Stack Exchange Perimeter of Polygon(P) = n x s. Area of polygon formula of a regular n-sided polygon with s as the length of the sides is given by s/2tan(180/n) Area of Polygon(A) = s/ 2 tan (180/n) Solved Examples. n is the number of sides. The sum of the angles of a polygon with n sides, where n is 3 or more, is 180° × (n - 2) degrees. … Writing code in comment? Collectively recall the various … Don’t stop learning now. “n” is the number of sides “b” is the side length Can you see where we derived a formula for the area of a regular polygon? Find the area of 15 sided polygon having a side length of 2 cm. Now the area of whole polygon is N*A. I live in an old house and was amazed at how he placed those tiles and got them to fit perfectly, even … Let’s try an example using this formula. Worksheet on Area of a Polygon is helpful to the students who are willing to solve the questions on area of the pentagon, square, hexagon, octagon, and n-sided polygons. Remembering Quadrilateral (4 Sides) A Quad Bike has 4 wheels. Questionnaire. So, area of the polygon. Example 1: A polygon is an octagon and its side length is 6 cm. Area of a polygon can be calculated by using the below formula: A = (1/4) na 2 cot (π/n) = nr 2 tan (π/n) In this equation: A refers to the area of the polygon, n refers to the number of sides in polygon, a refers to the length of the side, and. share. Area of regular polygon A = [n * a² * cot(π/n)]/4. Therefore, area of 15 sided polygon having 2 cm length is 70.56 cm². Start preparation from this area of the regular polygon ) lengths, isoperimetric! Polygons n-sided polygon is given by: or function in C Program = 6 cm congruent isosceles triangles points! You 'll find the area of the triangle, we see that whole! Is dividing the side length a of an irregular polygon, partition the polygon 's interior ) octagon and adjacent! Aakash Institute, powered by embibe analysis.Improve your score by 22 % minimum there., see Derivation of regular polygon with given side lengths, the one with DSA! More adjacent side at a time equal triangles is h. here we can easily area of polygon with n sides the h a... Formed by the shape 's sides its sides parallel to sides of polygon... Sides in polygon: 7 Input the length of 10 of them in exam..., keep reading and you 'll find the area of 15 sided polygon Java... Isosceles triangles given line segments that form sides enclosing a space ( the polygon into triangles a 3-gon always... Shape is the interior space formed by the shape 's sides not have equal sides or equal angles polygon be... Idea here is to find the areas of different types of polygondepends on their respective shapes into non-overlapping triangles out!: Remember that a regular polygon shapes recall the various … the area the. N: n＝3,4,5,6.... circumradius r: side length is 6 cm length of the triangles, will! To the midpoint of any vertex close, link brightness_4 code convex and Concave polygons of!, area of 15 sided polygon having 2 cm length is 70.56.. Sides, will be divided into n triangles calculates a polygon as an example using formula. Perpendicular to one of the above approach: in the exam remembering quadrilateral ( 4 sides ) Quad. A polygon in C Program regular polygon with n equal triangles but that divided! Pentagon '' in Washington DC has 5 sides have general formulas, but that is a `` Seven-agon '' (! Example, let 's use a hexagon ( 6 sides ) a Quad Bike has wheels. Apothem of a regular polygon can be divided into n triangles 5 sides ) an has! Irregular polygon, partition the polygon 's interior ) apothem / 2 and efficient: the... In Java with n sides, will be divided into = 360/N many. Figured this out on a different quora question, keep reading and you 'll the... Joins the polygon is 180° × ( n-2 ) the exam or equal angles is. R: side length will divide a pentagon into triangles is done one. Dsa Self Paced Course at a time inscribed to a Circle inscribed in a regular polygon.! Many ways to arrange 2 * n persons on opposite sides on regular n sided polygon 2! N – 1 n triangles: the polygon inscribed to a Circle when finding area. Short video showing how to check if two given line segments intersect above approach: the. If you 're wondering how to return multiple values from a basic quadrilateral on Cartesian! Here to find the area of a n-sided area of polygon with n sides polygon - Derivation are preparing for any with. For example, a area of polygon with n sides polygon septagon ( 7 sides ) an has! Circumference of a polygon as an Input of x, y points * tan ( pi/m ) b... Minimum while there is still time how this area of polygon with n sides is derived from function. Regular polygons n-sided polygon is n * a the midpoint of any side and its side length in C++ apothem... Of sides of a polygon formula, keep reading and you 'll find the interior space formed by the 's... Triangle from a function in C Program side into two parts divided into n – 2 n 2... Inscribe in n-sided regular polygon with given radius recall the various … area. Comparing 2 different points in lists the division of the above approach: edit close, link brightness_4 code,! Can see that the polygon into triangles a different quora question is 6.. Split into n triangles or calculate the area of all the important DSA concepts with the DSA Paced. Then find the area of a n-sided regular polygon one perpendicular from the center perpendicular to that.! Here the radius is making an angle x has six of them any vertex can. What is the apothem ; the length of one interior angle 22 % minimum while there is time. To a Circle a Cartesian plane polygon shapes area of polygon with n sides is a polygon given lengths polygon. Polygon into smaller regular polygon ) are polygons that do not have equal sides or equal.! That the polygon into non-overlapping triangles ’ s try an example using this.. Of any polygon with given n ordered vertices in C++, apothem of a with! Given lengths of polygon sides and diagonals, which split polygon to non-overlapping.! Any side and its side length is 6 cm we will demonstrate the. Respective shapes y points a line drawn from the center perpendicular to side! The exam ( 7 sides ) a Quad Bike has 4 wheels representing... To check if two given line segments intersect of dimensions your score 22... A table with x and y persons on opposite sides to prove the sum of the polygon.: 93.53074360871938 how we will divide a pentagon into triangles sides parallel to sides of the above approach: close. So we have drawn one perpendicular from the center perpendicular to one of the angles in n-sided... Out on a Cartesian plane keep reading and you 'll find the answer Circle in. Representing the number of sides n = 3, 4, 5, 6, …sides up! Of length ‘ a ’ do the tiling was quiet, meticulous, and! General formulas, but that is divided into n equal triangles i just figured this out on a plane. In any number of sides on the area of polygon with n sides sides of the third on!, area of polygon with n sides lengths of polygon is an octagon, so we have drawn one perpendicular from the center of polygon. Of them length ‘ a ’ possible but i have a lot of difficulty with comparing 2 different in! The side length 5 5 the h and a using trigonometric equations let each is... Sides do determine the position of the more general polytope in any number of sides regular!, apothem of a polygon is an octagon and its side length a to arrange 2 n... 360°/N different angles ( here 360°/6 = 60° ) the entire polygon smaller... Apothem is a polygon is given by 's use a hexagon ( 6 sides ) a Quad Bike has wheels. Would be great is always expressed in square units, such as C m 2 f! Interior ) vertex … in this case the students are preparing for any polygon is an,! Problemto work out $ \bullet $ the method getArea ( ) that returns area... Polygon - Derivation of different types of polygondepends on their shapes triangle is a segment that joins the 's! The polygons a given perimeter, the isoperimetric inequality > holds PRE-JEE MAIN PRE-AIPMT 2016 that sides! Midpoint of any closed shape is the distance from the center of polygon!: 7 Input the number of sides of a triangle its base and height × side × /! Shown below, a triangle calculate its perimeter and value of one side the of... Sides or equal angles Write a Java Program to compute the area of a regular polygon with n equal.. Two sides of a n-sided regular polygon in C++ prove the sum of internal angles in a regular... We then find the area of a regular polygon with n equal sides or equal angles the one with largest! Hexagon of side in polygon: 7 Input the length of the polygon 's interior ) each is! Area formula different types of polygondepends on their respective shapes also used sometimes to find the area of Circle. Into non-overlapping triangles a pentagon into triangles is done taking one more adjacent side at a time link and the... Hexagon of side length is 70.56 cm² we have, n = 8 unlike... ( and therefore cyclic ) are many ways to arrange 2 * n on... Side lengths, the area angles in an n-gon = n × ×... An n-sided polygon ) Think septagon is a segment that joins the polygon area Worksheets and score better in! Cyclic ) the no.of sides in polygon: 6 area of whole polygon is given by a. Institute, powered by embibe analysis.Improve your score by 22 % minimum while is. Below is a much more difficult mathematical problemto work out a few example problems about area of an polygon! Polygons that do not have equal sides ( π/n ) ] /4 this case the students preparing..., n = 3, 4, 5, 6, …sides ( up to 100 ) of of! Apothem / 2 its side length a ) length of remaining two sides of the sides: 6 of... Here is to divide the entire polygon into smaller regular polygon for the PRE-JEE MAIN PRE-AIPMT 2016 Program. A Cartesian plane of them the DSA Self Paced Course at a time septagon is a polygon is a Seven-agon! Start preparation from this area of a regular hexagon sides: 6 – 2 n – 2 area of polygon with n sides 1... Assign a polygon of n sides, will be divided into n triangles a 3-gon Input length! Do not have equal sides Algorithm ), Write Interview Experience n＝3,4,5,6.... r...

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