A wedge from a spheroid is one example.
Spheres, eggs, footballs, oblate and prolate spheroids, as well as most other finite solids of revolution, each have only two sides ... the in-side and the out-side.
Someone might use the supplement Ovulex if one was trying to conceive a child. Ovulex is a supplement that is considered to be a natural fertility aid. One can find more information on the supplement Ovulex by visiting the company website where one can find out how to order the product as well as the benefits of using the supplement Ovulex.
For instance, you might divide the polygons into triangles, calculate the area of each triangle, and then add everything up.
i dont know i think its a circular prism or something else * * * * * No it is not. Because a prism has two plane faces - at opposite ends. It could be an ellipsoid or spheroid sliced by a plane (a hemisphere, for example). Or a torus sliced by a plane (top half of a doughnut). Or a cone.
Ellipsoid, Ovoid, Prolate Spheroid, Spheroid
a prolate spheroid.
Its a prolate spheroid
One.
No, but it is a prolate spheroid. Alternative answer: An American football is not well described by a prolate spheroid, though that shape can describe a rugby ball. An American football is more accurately described as a vesica piscis that has been rotated about it's long axis.
A three dimensional oval is simply called an egg, or more mathematically, an ovoid. A three dimensional ellipse (a more symmetric oval) is called a prolate spheroid, or oblate spheroid, depending on how the ellipse is rotated.
To allow it to roll and facilitate kicking A U. S. football is called a prolate spheroid.
Hans-Peter Kreplin has written: 'Wall shear stress measurements on a prolate spheroid at zero incidence in the DNW wind tunnel' -- subject(s): Prolate spheroids, Boundary layer transition
Rugby/American Football - Prolate Spheroid Association Football - Sphere Old style World Cup ball - Truncated Icosahedron
can you help me create a program that will have the following output: [1] Volume of Ellipsoid [2] Volume of Prolate Spheroid [3] Surface Area of Prolate Spheroid [4] Volume of Oblate Spheroid [5] Surface Area of Oblate Spheroid [6] Surface Area of Spherical Triangle Enter Your Choice: You have chosen: Enter Side a: Enter Side b: Enter Side c: Volume = Do you want to try again? [Y/N] ... it must use gotoxy and clear screen after choosing Y or N ( in do you want to try again) it must be used in Microsoft visual basic c++ 2006,, here are the following formulas;; Volume of Ellipsoid = (4/3)*3.14*a*b*c ( input a,b,c) Volume of Prolate Spheroid = (4/3)*3.14*a*(pow(b,2)) (input a,b) Surface Area of Prolate Spheroid = 2*3.14*b*L (input b,L) Volume of Oblate Spheroid = (4/3)*3.14*(pow(a,2))*b Surface Area of Oblate Spheroid = 2*3.14*a*y where: y = a+(number/denom) number = pow(b,2) denom = 2(sqrt(pow(a,2)-pow(b,2)) (input a,b) Surface of Spherical Triangle = ( A+B+C-3.14)*pow(r,2) (input A,B,C,r)
If you mean a solid figure, something like a football, that's a prolate spheroid. If you're talking about a two-dimensional figure, the word is probably ellipse.
The shape of the football was changed from the shape used in rugby to a prolate spheroid in 1897. Cllick on the 'History of the Football' link below to read about the evolution of the ball used in American football.