इंग्रजी मध्ये CONIC SECTION म्हणजे काय?
कॉनिक विभाग
गणित मध्ये, एक शंकूचा भाग हा एक वक्र आहे ज्याला विमानासह सुळकाचा छेदन म्हणून प्राप्त केलेला वक्र आहे. विश्लेषणात्मक भूमितीमध्ये, कोनाची व्याख्या 2 डिग्रीच्या विमान बीजीय वक्र मानली जाऊ शकते. शक्य तितक्या इतर भौमितिक परिभाषा आहेत. सर्वात उपयुक्त म्हणजे त्यामध्ये केवळ विमानाचा समावेश होतो, म्हणजे एखाद्या शंकुमध्ये त्या बिंदूंचा समावेश असतो ज्याचे अंतर काही बिंदूंशी, फोकस म्हटलेले असते आणि काही रेषा, डायरेक्ट्रीक्स म्हणतात, ते निश्चित गुणोत्तरामध्ये असतात, ज्यास विलक्षणपणा म्हणतात. पारंपारिकपणे, कोनिक विभागातील तीन प्रकार हाइपरबोला, परबोल, आणि अंडाकृती आहेत. वर्तुळ हा अंडाकृतीचा एक विशेष प्रकार आहे, आणि त्याच्या स्वत: च्याच योग्यतेने पुरेसे व्याज आहे की याला कधीकधी चौथ्या प्रकारचा शंकु विभाग म्हणतात. एक शंकूचे प्रकार त्याच्या विलक्षणपणाशी संबंधित आहेत, 1 पेक्षा कमी अंदाजे विक्षिप्तता असणा-या व्यक्तींना, विरळ झालेल्या 1 च्या पॅराबोलास आणि 1 पेक्षा जास्त विषमता असलेले हायपरबोला असणारे एका शंकूच्या फोकस-डायरेक्टरेक्स व्याख्या मध्ये वर्तुळ थोडीशी विसंगत आहे. आधुनिक भूमितीमध्ये काही दुर्धर प्रकरणे जसे की दोन ओळींचा संघ, तसेच शंकूच्या आकाराचा समावेश केला जातो.
इंग्रजी शब्दकोशातील conic section व्याख्या
शब्दकोशातील शंकुच्या व्याख्येची परिभाषा विमानाच्या छेदनबिंदू आणि एका योग्य परिपत्रक शंकूची रचना असलेल्या गोलाईचा एक समूह आहे. हे एक वर्तुळ, लंबवर्तुळाकार, परबोल, किंवा हायपरबोला आहे, वर्तुळाच्या आधारावर, e, जे एका वर्तुळासाठी एका विशिष्ट वक्र ई = 0 साठी स्थिर आहे; अंडासाठी 1 \u0026 lt; 1; परानासाठी ई = 1; hyperbola साठी e \u0026 gt; 1 बर्याचदा ते लहान केले आहे: शंकूच्या आकाराचे
«CONIC SECTION» संबंधित इंग्रजी पुस्तके
खालील ग्रंथसूची निवडीमध्ये
conic section चा वापर शोधा. इंग्रजी साहित्यामध्ये वापराचा संदर्भ देण्यासाठी
conic section शी संबंधित पुस्तके आणि त्याचे थोडक्यात उतारे.
1
Text Book Of
Conic Section
Each chapter for this book contains complete theory and a fairly large number of solved examples sufficient problems have also been selected from various university examination paper.
2
A geometrical treatise of the
conic sections: in which the ...
Any right line, not pasting through the center, terminated both ways by a conic
section or the opposite sections, and bisected by a diameter, is called an ordinate
applied to that diameter, or more simply an ordinate : and more frequently the half
...
3
A Treatise on
Conic Sections: Containing an Account of Some ...
If h triangle be circumscribed to a conic section, two of whose vertices move on
fixed lines, the locus of the third vertex is a conic section, having double contact
with the given one. (Ex. 2, p. 250). If a triangle be inscribed in a conic section, two
...
4
The geometry, by T. S. Davies.
Conic sections, by Stephen ...
Any line drawn through the centre of a conic section, and limited by the curve, is
called a diameter of the conic section. In the case of the parabola, the centre is
infinitely distant, and therefore all its dia-_ meters are parallel to the principal ...
Royal Military Academy, Woolwich, Thomas Stephens Davies, Stephen Fenwick,
1853
5
A Course of Mathematics: In Two Volumes. Composed for the ...
When a conic section touches three sides of a triangle BCD, of which BD is
touched in A, if a fourth tangent be drawn to meet BD, CD in M and N; then,
whatever be the position of this fourth tangent, the ratio AM.CN:BM.DN will be
constant. 12.
Charles Hutton, Olinthus Gregory,
1843
24.), abc is a circle of which o is the centre. Therefore, &c. Prop. 12. Every conic
section Q P R is the perspective projection of a circular section q p r, upon the
plane of the conic section, by straight lines drawn from the vertex V ; and the
vertical ...
Barthold Georg Niebuhr, Society for the Diffusion of Useful Knowledge (Great Britain),
1833
In the following cases, however, the locus is a conic section. 1 st. When the given
angle is a right angle. For in this case t— co, and we obtain from ( 1 6) A4-C+2(
Da+E/3)+F(a,+/33)=0, hence by (17) the equation of the locus is F{(A*'+By ...
Thomas Stephen Davies, Stephen Fenwick, William Rutheford,
1850
8
Library of useful knowledge: Mathematis ...
For, every straight line which is drawn from V through a point of the circumference
p q r to meet the plane of the conic section, meets that plane in some point of the
conic section ; and there is no point of Q P R which is not in a straight line with ...
Society for the Diffusion of Useful Knowledge (Great Britain),
1847
9
Birational Geometry: Enriques-kodaira Classification,
Conic ...
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online.
10
Coordinate Geometry: Polar Coordinates Approach
In Section 4.6, we find equation of a chord of a conic. Section 4.9, deals with the
tangent of a conic. Condition of tangency is discussed in Section 4.10. Equations
of chord of contact and pair of tangents are obtained in Sections 4.11 and 4.12 ...
Mukut Mani Tripathi,
2005
नवीन गोष्टी ज्यामध्ये «CONIC SECTION» ही संज्ञा समाविष्ट आहे
खालील बातम्यातील आयटमच्या संदर्भात राष्ट्रीय आणि आंतरराष्ट्रीय पत्रकार कशाबद्दल बोलले आहेत आणि
conic section ही संज्ञा कशी वापरली आहे ते शोधा.
Opinion: Teaching the relevance and beauty of mathematics
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Canadian designs are joining the luminaries of the luminous
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In Delhi: The brown code
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Ellipses that drive us dotty
... according to the Online Etymology Dictionary, “because the conic section of the cutting plane makes a smaller angle with the base than does ... «Christian Science Monitor, जुलै 14»
Is Anything Left of ISON? Spacecraft Continue to Monitor Comet's …
... the curved path of the comet, which is very nearly a conic section as is ... path known as a conic section (the curve that would appear where a ... «Universe Today, डिसेंबर 13»
Equation of cone along an arbitrary axis
I know that the conic section formed by the cone-plane intersection will not be a perfect circle - I'm just interested in an approximation. Thanks in ... «GameDev.net, डिसेंबर 12»
Long March 3B launches military satellite Chinasat-2A
The payload fairings consist of the dome, bi-conic section, cylindrical section, and reverse cone section and separation mechanisms. This was ... «NASASpaceflight.com, मे 12»
China launches Compass duo via Long March 3B
The payload fairings consist of the dome, bi-conic section, cylindrical section, and reverse cone section and separation mechanisms. «NASASpaceflight.com, एप्रिल 12»
D-Cubed 2D Dimensional Constraint Manager v59 Released
A conic section is a 2D curve that results from the intersection of a plane and a cone. There are three different types, which can be classified ... «Ten Links, ऑगस्ट 11»