The area of the triangle is ___ the area of the pentagon. A. bigger than B. the same as C. smaller than D. not the same as 相关知识点: 试题来源: 解析 D。“not the same as”表示“不同于”,三角形和五边形的面积通常是不同的,所以选 D。反馈 收藏 ...
解析 30The area of the pentagon is the sum of adding the area of the triangles: APB,BPC,CPD,DPE, and APE, therefore (PM+PN+PK+PH+PL) × 8 ÷ 2=120, PM+PN+PK+PH+PL = 120 × 2 ÷ 8 = 30.A M N B E L K C H D ...
Area of a Pentagon is the region enclosed by its five sides. A pentagon can be divided into five equal isosceles triangles to find the area of pentagon formula. Find area using apothem and sides of pentagon.
Enter the length from the center to a vertex: 5.5 The area of the pentagon is 71.92 下面是参考答案代码: import java.util.*; public class AreaOfPentagonQuestion1 { public static void main(String[] args) { double side, radius, area; System.out.print("Enter the length from center to a ...
Enter the side:5.5 The area of the pentagon is 52.044441 6.35(Geometry: area of a pentagon)The area of a pentagon can be computed using the following formula: Write a method that returns the area of a pentagon using the following header: public static double area(double side) Write a ma...
To find the area of a regular pentagon, with five equal sides and angles, you must know the length of each side and the length of the line from the center of each side to the center of the pentagon.
If the area of hexagon X is 36 square inches and the area of pentagon Y is 32 square inches. Which polygon has a larger area? A. Hexagon X B. Pentagon Y C. Can't tell 相关知识点: 试题来源: 解析 A。解析:六边形 X 面积是 36 平方英寸,五边形 Y 面积是 32 平方英寸,所以六边形 ...
Write a Java method to create a pentagon's area.Pictorial Presentation:Sample Solution:Java Code:import java.util.Scanner; public class Exercise14 { public static void main(String[] args) { Scanner input = new Scanner(System.in); System.out.print("Input the number of sides: "); int n ...
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Types of Polygons Pentagon Hexagon HeptagonDownload FREE Study Materials Polygons Worksheet Polygons Worksheet Worksheet on PolygonsArea of Octagon Examples Example 1: Find the area of the octagon if the length of the side of the octagon is 14 in. Solution: Length of the side, s = 14 in ...