hyperboloid of one sheet मीनिंग इन हिंदी

उदाहरण वाक्य

1. The hyperbolic paraboloid and the hyperboloid of one sheet are doubly ruled surfaces.
2. A hyperbolic hyperboloid of one sheet.
3. Whereas the Gaussian curvature of a hyperboloid of one sheet is negative, that of a two-sheet hyperboloid is positive.
4. Both the hyperboloid of one sheet and the hyperbolic paraboloid are ruled surfaces, meaning that they can be made up from a family of straight lines.
5. The third case generates the hyperbolic paraboloid or the hyperboloid of one sheet, depending on whether the plane at infinity cuts it in two lines, or in a nondegenerate conic respectively.
6. Under the Condition of I 0 would be a Sphere Negated in part by a Hyperboloid of one sheet, such that the Sphere has a Radius of M and the focii of Hyperboloid is dependant on I.
7. The projective line over the ring " M " of split-complex numbers introduces auxiliary lines and Using stereographic projection the plane of split-complex numbers is closed up with these lines to a hyperboloid of one sheet.
8. We would then see the Lie quadric, a three dimensional hypersurface, criss-crossed with lines, stretching majestically out to infinity, just as easily as we can see its two dimensional analogue, the hyperboloid of one sheet.
9. But in this case the quadric lives in "'projective "'3-space : The classical real Minkowski plane is isomorphic to the geometry of plane sections of a hyperboloid of one sheet ( not degenerated quadric of index 2 ).
10. Analogously to the classical M�bius and Laguerre planes, there exists a 3-dimensional model : The classical Minkowski plane is isomorphic to the geometry of plane sections of a hyperboloid of one sheet ( non degenerated quadric of index 2 ) in 3-dimensional projective space.