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introduction£ºthe nature£¬divisions£¬and method of analytic geometry
¡¡i.its nature£¬divisions and method
¡¡ii.determinate ceometry
¡¡iii.indeterminate geometry
book i plane coordinaties
¡¡part i.the representation of form by analyticsymbols
¡¡chapter 1.the older geometry£ºbilinear and polar co-ordinates
¡¡i.the point
¡¡ii.the right line
¡¡iii.pairs of right lines
¡¡iv.the circle
¡¡v.the ellipse
¡¡vi.the hyperbola
¡¡vii.the parabola
¡¡viii.locus of second order in general
¡¡chapter 2.the modern geometry£ºtrilinear and tangential co-ordinates
¡¡i.trilinear co-ordinates
¡¡ii.tancential co-ordinates
¡¡part ii.the properties of conics.
¡¡chapter 1.the right line
¡¡chapyer 2.the circle
¡¡chapter 3.the ellipse
¡¡i.the curve referred to its axes ii
¡¡ii.the curve referbed to any two conjucates
¡¡iii.the curve referred to its foci
¡¡iv.area of the ellipse
¡¡chapter 4.the hyperbola
¡¡i.the curve referred to its axes
¡¡ii.the curve referiied to any two conjucates
¡¡iii.the curve referred to its foci
¡¡iv.the curve referred to its asymptotes
¡¡v.area of the hyperbola
¡¡chapter 5.the parabola
¡¡i.the curve referred to its axis and vertex
¡¡ii.the curve in terms of any diameter
¡¡iii.the curve referred to its foucs
¡¡iv.area of the parabola
¡¡chapter 6.the conic in general
book ii co-ordinates in space
¡¡co-ordinates in space
¡¡chapter 1.the point
¡¡chapter 2.locus of first order in space
¡¡chapter 3.locus of second order in space
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