S L Loney Solutions for Chapter: Conic Sections. The Parabola, Exercise 3: EXAMPLES XXVII
S L Loney Mathematics Solutions for Exercise - S L Loney Solutions for Chapter: Conic Sections. The Parabola, Exercise 3: EXAMPLES XXVII
Attempt the practice questions on Chapter 8: Conic Sections. The Parabola, Exercise 3: EXAMPLES XXVII with hints and solutions to strengthen your understanding. The Elements of COORDINATE GEOMETRY Part 1 Cartesian Coordinates solutions are prepared by Experienced Embibe Experts.
Questions from S L Loney Solutions for Chapter: Conic Sections. The Parabola, Exercise 3: EXAMPLES XXVII with Hints & Solutions
For parabola . Prove that the length of the chord joining the points of contact of the tangents drawn from the point is .

Prove that the area of the triangle formed by the tangents from the point and the chord of contact of parabola is .

What is the equation to the chord of the parabola which is bisected at the point ?

The general equation to a system of parallel chords in the parabola is . What is the equation to the corresponding diameter?

and are three points on a parabola and the chord cuts the diameter through in . Ordinates and are drawn to this diameter. Prove that .

Two equal parabolas with axis in opposite directions touch at a point . From a point on one of them, tangents and are drawn to the other. Prove that, will touch the first parabola in where, is parallel to the common tangent at .
