Analytic Geometry |
Contents
CHAPTER | 1 |
EQUATION OF A LOCUS LOCUS OF AN EQUATION | 16 |
Orthogonal projection 105 Angle between | 104 |
Copyright | |
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9 y² A₁ a²b² a²y² analytic geometry angle asymptotes Ax² B₁ b²x² B₂y bisectors bisects C₁ called chords circle conjugate conjugate hyperbolas constant coordinate axes curve D₁ D₂ Determine diameter direction cosines directrix eccentricity ellipse equa equal Example Exercises Find Find the coordinates Find the equation Find the locus fixed point foci focus formula given equation given line given point Hence hyperbola intercepts latus rectum length line joining lines whose equations m₁ major axis mid-points origin P₁ and P₂ P₁P₂ parabola parallelogram parametric equations perpendicular point of intersection point x1 points P₁ polar coordinates positive Prove analytically quadrant radius rectangular satisfy segment semi-minor axis sides slope slope-intercept form Solution Solving square straight line symmetric with respect tangent Theorem triangle values variable vertex vertices x-axis x₁ y-axis y-intercept y₁ zero ΔΥ