apothem n. 边心距离 Polygon n. 多边形 n. 多边形,多角形 polygon n. 多角形,多边形; regular a. 1.规则的;有规律的;间隙均匀的;定时的 2.频繁的;经常做(或发生)的 3.[only before noun](人)经常做某事的;常去某地的 4.[only before noun Regular a. 规则的,常例的,有秩序的,整齐的,有系统...
Area of a Regular Polygon Area of a Regular Pentagon Formula Lesson Summary FAQs Activities How do you find the area of a 5-sided polygon? If the apothem isn't known, it should be solved first using the apothem formula. Then the regular polygon formula can be applied. Multiply the...
美 英 un.正多边形的垂辐 英汉 un. 1. 正多边形的垂辐
Formula The following mathematical formula is used in this regular plygon area calculator to find the area from the given input value of apothem, number of sides & length of side. Rectangle Polygon Area A = (1/2) Apothem x No. of Sides x Length of side The area of regular polygon ...
Area of Polygon = n × Apothem2× tan(π/n)When we don't know the Apothem, we can use the same formula but re-worked for Radius or for Side:Area of Polygon = ½ × n × Radius2× sin(2 × π/n)Area of Polygon = ¼ × n × Side2 / tan(π/n)...
regular polygon- a polygon with all sides and all angles equal isogon- an equiangular polygon foursquare,square- (geometry) a plane rectangle with four equal sides and four right angles; a four-sided regular polygon; "you can compute the area of a square if you know the length of its sid...
ap –Apothem (the segment connecting the side midpoint to the center); and n –Number of sides of the regular polygon. What is the area of a hexagon with side 0.7621 m? 1.509 m². To calculate the area, use the formula for the area of a regular hexagon: area = 6 × a² ×...
Can two or more types of regular polygons be put together to tessellate a plane? Use the formula for area of a triangle to derive the formula for the area of a regular polygon. If the polygon is an equilateral triangle where each side is 24 inches long. What is the apothem?
Even though most of the research supports the approximation of different container shapes with the minor change of the cost function, special attention is devoted to packing polygons into the circular or polygonal region of interest (ROI) [2,10]. It is crucial in applications such as sensor ...
Even though most of the research supports the approximation of different container shapes with the minor change of the cost function, special attention is devoted to packing polygons into the circular or polygonal region of interest (ROI) [2,10]. It is crucial in applications such as sensor ...