A Treatise on Conic Sections: Containing an Account of Some of the Most Important Modern Algebraic and Geometric MethodsLongmans, Green, and Company, 1879 - 399 oldal |
Részletek a könyvből
1 - 5 találat összesen 83 találatból.
vi. oldal
... equal Angles · All Circles cutting three Circles at the same Angle have a common Axis of Similitude • • To describe a Circle touching three given Circles ( see also pp . 115 , 135 , 291 ) Prof. Casey's Solution of this Problem ...
... equal Angles · All Circles cutting three Circles at the same Angle have a common Axis of Similitude • • To describe a Circle touching three given Circles ( see also pp . 115 , 135 , 291 ) Prof. Casey's Solution of this Problem ...
viii. oldal
... equal 191 Lines joining two fixed to variable Point make constant Intercept on Asymptote 192 Constant area cut off by Tangent Mechanical method of constructing Ellipse and Hyperbola CHAPTER XII . THE PARABOLA . Transformation of the ...
... equal 191 Lines joining two fixed to variable Point make constant Intercept on Asymptote 192 Constant area cut off by Tangent Mechanical method of constructing Ellipse and Hyperbola CHAPTER XII . THE PARABOLA . Transformation of the ...
ix. oldal
... equal difference of Reciprocals . Examples on Parabola • Three Perpendiculars of Triangle formed by three Tangents intersect on Directrix ( see also pp . 247 , 275 , 290 , 342 ) Area of Triangle formed by three Tangents Radius of Circle ...
... equal difference of Reciprocals . Examples on Parabola • Three Perpendiculars of Triangle formed by three Tangents intersect on Directrix ( see also pp . 247 , 275 , 290 , 342 ) Area of Triangle formed by three Tangents Radius of Circle ...
xii. oldal
... equal Circles have same Parameter . 285 286 Relation between Perpendiculars on Tangent from Vertices of circumscribing Quadrilateral 287 Tangential Equation of Reciprocal Conic 287 Trilinear Equation given Focus and either three Points ...
... equal Circles have same Parameter . 285 286 Relation between Perpendiculars on Tangent from Vertices of circumscribing Quadrilateral 287 Tangential Equation of Reciprocal Conic 287 Trilinear Equation given Focus and either three Points ...
1. oldal
... the point P. PM is often called the ordinate of the point P ; while PN , which is equal to OM the intercept cut off by the ordinate , is called the abscissa . B The fixed lines XX and YY ' are termed the THE POINT CHAPTER XIX.
... the point P. PM is often called the ordinate of the point P ; while PN , which is equal to OM the intercept cut off by the ordinate , is called the abscissa . B The fixed lines XX and YY ' are termed the THE POINT CHAPTER XIX.
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Más kiadások - Összes megtekintése
A Treatise on Conic Sections: Containing an Account of Some of the Most ... George Salmon Nincs elérhető előnézet - 2015 |
A Treatise on Conic Sections: Containing an Account of Some of the Most ... George Salmon Nincs elérhető előnézet - 2016 |
Gyakori szavak és kifejezések
anharmonic ratio asymptotes ax² axes bisected bisector centre chord of contact circumscribing coefficients common tangents condition conic having double conic section conic touching conjugate diameters corresponding denote determine directrix double contact drawn ellipse equal find the equation find the locus fixed line fixed point foci focus four points geometrically given conic given line given point harmonic Hence hyperbola infinite distance inscribed intercept last Article line at infinity line joining line meets meet the curve middle points origin parabola parallel Pascal's theorem perpendicular point of contact point x'y points at infinity points of intersection polar polar equation pole proved quadratic quadrilateral radical axis radius vector reciprocal rectangle right angles right line second degree sides square substituting tangential equation theorem trilinear coordinates values vanish vertex vertices µß
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