Describe the characteristics and properties of Prism, pyramid, cone, cylinder, and sphere.-Prism refers to three-dimensional shape with a square shaped base on both sides that are equal in all respects, and is on a parallel plane. And on each side a rectangular-shaped sides parallel. The Prism is divided into two styles, namely.1. Prism is a prism that has perpendicular on each side with a base such as a Prism, rectangular base or rectangular Prism. The triangle base Prism Prism Prism, trapezoid base base base hexagonal pentagonal Prism.2. tilt the Prism is a Prism with on each side is not perpendicular to the base, such as Prism, rectangular base tilt. The hexagonal base Prism tilt The calling component of Prism, is as follows:-The base of the Prism, which means there are two sides, and the shape of a square are equal in all respects. Here is the Pentagon and Pentagon ABCDE MNOPQ.-Height refers to the distance between the two side of the Prism bases here height is AQ = BM = CN = DO = EP. To find the volume of the prisuemcha associated with the various values are divided as follows:1. find the height. 2. locate side surface area. 3. Locate the base area.4. find the volume. The formula.Volume of a Prism = base area X height.Total surface area of Prism = area of cross section area X surface beside the head end.Side of the prism surface area = length X height base.Area of a square is the base of the Prism. 1. it's a rectangle = width x length.2. the base is rectangular, trapezoid = the distance between parallel sides. × What is the sum of the lengths of the parallel sides. 3. the base of the triangle base × height.The pyramid is a three-dimensional geometric shape with a square shaped base, any amounts which are not on the same plane with the base, and every page is a triangle with vertices together that spires it. Called the pyramid will be called as the base of the pyramid.สูตรคำนวณต่างๆที่เกี่ยวกับพีระมิดพื้นที่ผิวข้างของพีระมิด = 1/2 X ความยาวรอบฐาน X สูงเอียง= พื้นที่ของหน้าทุกหน้ารวมกันพื้นที่ผิวของพีระมิด = พื้นที่ผิวข้างของพีระมิด X พื้นที่ฐานของพีระมิดทรงกระบอกในทางคณิตศาสตร์ให้ความหมายคำว่า ทรงกระบอก ดังนี้รูป เรขาคณิตสามมิติที่มีฐานสองฐานเป็นรูปวงกลมที่เท่ากันทุกประการและอยุ่บน ระนาบที่ขนานกัน และเมื่อตัดรูปเรขาคณิตสามมิตินั้นด้วยระนาบที่ขนานกับฐานแล้ว จะได้หน้าตัดเป็นวงกลมที่เท่ากันทุกประการกันฐานเสมอ เรียกรูปเรขาคณิตสามมิตินั้นว่า ทรงกระบอกCalculation formula about the cylinderCylinder volume = (22/7, or 3.14) X RADIUS squared X height 2 straight.The surface area of the cylinder = 2 (22/7, or 3.14) X RADIUS X height straight + 2 (22/7, or 3.14) X RADIUS squared 2.FunnelIn math, the meaning of the word funnel, as follows:Three dimensional geometric shape with a circular base. Have the spires that are not on the same plane with the line between the base and the vertex to any point on the edge of the base as part of a straight line. Geometric-shaped three-call it that cone.Calculation formula relating to the cones.Volume of cone = 1/3 X (22/7, or 3.14) X RADIUS squared X height straight.Surface area of Cone = (22/7, or 3.14) X RADIUS X height, tilt + (22/7, or 3.14) X RADIUS squared.SphericalIn math, the meaning of the word spheres as follows:Three dimensional geometric shape with curved surface and curved surface, all points on a point away from a point. Called the sphereThe fixed point is called the center of the sphere.The same term is called the radius of the sphere.Calculation formula relating to the sphereThe volume of a sphere = 4/3 X (22/7, or 3.14) X RADIUS squared 3.Surface area of a sphere = 4 X (22/7, or 3.14) X RADIUS squared 2.
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