कोनिक्स हिंदी उपयोग और उदाहरण

सीज़ोमेटिकोनिक्स, क्रस्टल प्रोसेसस।

"" मार्च, 2007 में आईएम संग्रह एवं सुरक्षा प्रदाता एकोनिक्स सिस्टम्स इन्कॉर्पोरेट के द्वारा किये गए एक सर्वेक्षण ने दर्शाया कि 31% प्रतिक्रियादाताओं को कार्यस्थल पर आईएम से परेशान किया गया था।

मार्च, 2007 में आईएम संग्रह एवं सुरक्षा प्रदाता एकोनिक्स सिस्टम्स इन्कॉर्पोरेट के द्वारा किये गए एक सर्वेक्षण ने दर्शाया कि 31% प्रतिक्रियादाताओं को कार्यस्थल पर आईएम से परेशान किया गया था।

कोनिक्स इसके अंग्रेजी अर्थ का उदाहरण

It is possible to identify the coarse moduli space of special instanton bundles, in mathematical physics, with objects in the classical geometry of conics, in certain cases.

A related result on conics was first proved by the French geometer Michel Chasles and later generalized to cubics by Arthur Cayley and .

Since degenerate conics are a union of at most two lines, there are always four out of seven points on a degenerate conic that are collinear.

5 and 4: five points determine a conic, two conics intersect in four points,.

The conics constitute a projective space of dimension 5, taking their six coefficients as [coordinates], and five points determine a conic, if the points are in general linear position, as passing through a given point imposes a linear condition.

In fact each such quadric contains the Veronese surface, which parametrizes the conics.

3264 The number of conics tangent to 5 plane conics in general position (Chasles).

609250 The number of conics on a general quintic threefold.

4407296 The number of conics tangent to 8 general quadric surfaces .

In a well-known paper he proved the following theorem: In a Desarguesian plane of odd order, the ovals are exactly the irreducible conics.

His theorem on the characterization of conics (Segre's theorem) not only stimulated a great deal of research but also made many mathematicians realize that finite spaces were worth studying.

Typically (though not necessarily), these curves are chosen as Keplerian conics, all of which share one focus.

, from Steve Austin, to Chris Jericho, from Edge, to Paul Heyman, from Jonathan Coachman, to John Laurinaitis, from Eric Bischoff, to Vickie Guerrero, from Dolph Ziggler, to the IIconics, from Stephanie McMahon, to her father.

A major transition into the 17th century and ultimately to the Age of Enlightenment was secured through the advanced mathematical and optical research of the celebrated architect and geometer Girard Desargues, with an emphasis on his studies on conics, perspective and projective geometry.