What is Truncated Rhombohedron?
The truncated rhombohedron is a convex , octahedral polyhedron. It is made up of six equal, irregular, but axially symmetrical pentagons and two equilateral triangles . It has twelve corners; three faces meet at each corner (a triangle and two pentagons or three pentagons). All corner points lie on the same sphere . Opposite faces are parallel . In the stitch, the body stands on a triangular surface , the pentagons virtually form the surface . The number of edges is eighteen
How to Calculate Area of pentagon of Truncated Rhombohedron given surface to volume ratio?
Area of pentagon of Truncated Rhombohedron given surface to volume ratio calculator uses area_5 = ((sqrt(5+(2*sqrt(5))))/4)*((((3*(sqrt(5+(2*sqrt(5)))))+(5*sqrt(3))-(2*sqrt(15)))/(2*(5/3)*(sqrt(sqrt(5)-2))*Surface to Volume Ratio))^2) to calculate the Area 5, Area of pentagon of Truncated Rhombohedron given surface to volume ratio formula is defined as amount of space occupied by pentagon of Truncated Rhombohedron in given plane. Area 5 and is denoted by _{A5} symbol.
How to calculate Area of pentagon of Truncated Rhombohedron given surface to volume ratio using this online calculator? To use this online calculator for Area of pentagon of Truncated Rhombohedron given surface to volume ratio, enter Surface to Volume Ratio (R_{AV}) and hit the calculate button. Here is how the Area of pentagon of Truncated Rhombohedron given surface to volume ratio calculation can be explained with given input values -> 120.8186 = ((sqrt(5+(2*sqrt(5))))/4)*((((3*(sqrt(5+(2*sqrt(5)))))+(5*sqrt(3))-(2*sqrt(15)))/(2*(5/3)*(sqrt(sqrt(5)-2))*0.5))^2).