An Elementary Treatise on Analytic Geometry, Embracing Plane Geometry and an Introduction to Geometry of Three Dimensions |
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Common terms and phrases
a² sin² a²b² a²y a²y² a²yy abscissa Analytic Geometry asymptotes axis of x b2 a² b² cos² b²x b²x² b²xx becomes bisects called centre chord of contact circle co-ordinate axes Conic Sections conjugate diameters conjugate hyperbola contrary signs cuts the axis directrix distance draw drawn ellipse equa equation required extremities find the equation find the length find the locus Find the points Find the polar Find the species fixed point focal chord focus Geometry given hyperbola given point giving Hence imaginary inclined initial line latus rectum locus major axis middle point old axes ordinate origin parabola perpendicular plane xy point of intersection polar equation pole positive principal vertex radical axis radius radius-vector referred represents required equation right line passing species and situation subtangent tangent tion transform transverse axis triangle variables vertex
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