A Treatise on Plane Co-Ordinate Geometry as Applied to the Straight Line and the Conic SectionsReprint of the original, first published in 1881. |
Contents
PLANE COORDINATE GEOMETRY | 1 |
IV | 55 |
VI | 89 |
VII | 106 |
The Parabola | 116 |
IX | 143 |
The Hyperbola | 188 |
XII | 203 |
General Equation of the Second Degree | 224 |
XIV | 244 |
XV | 272 |
XVI | 308 |
Projections | 322 |
ANSWERS TO EXAMPLES | 335 |
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Common terms and phrases
a²b² abscissa angular points asymptotes ax² axes axis of x b²x² chord of contact circle conic section conjugate diameters conjugate hyperbola constant cos² denote directrix ellipse equa equal Euclid Example expression external point figure to Art find the equation find the locus fixed point focus given point given straight line Hence the equation inclined latus rectum length Let the equation line which passes major axis meet the curve middle point negative obtain ordinate origin parabola Pascal's Theorem perpendicular point h point of intersection polar equation positive preceding Article radical axis radius ratio rectangular represents a straight required equation respectively right angles shew shewn sides Similarly sin² straight line drawn straight line joining straight line passing straight lines meet straight lines represented suppose tangent values vertex y₁