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About this book :-
2D Coordinate Geometry for IIT JEE written by KR Choubey, Ravikant Choubey, Chandrakant Choubey.
This book is fullfil the need of the students of class XI/XII board, NDA, AIEEE and SLEEE (state level engineering entrance exam) and IIT-JEE. Each student should attempt as many exercises as possible without looking up the solutions. At the end of each topic, some harder questions wil their solutions avaliable.
Book Detail :-
Title: 2D Coordinate Geometry for IIT JEE
Author(s): KR Choubey, Ravikant Choubey, Chandrakant Choubey
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About Author :- The authors KR Choubey, Ravikant Choubey, Chandrakant Choubey are the indian math expert, professor and mathematcians.
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Book Contents :-
2D Coordinate Geometry for IIT JEE written by KR Ravikant Chandrakant cover the following topics. ' Part A: Cartesian Coordinates
1Introduction, Distance Formula and its application, locus of a point
2Section formula, Area of Triangle, Area of Quadrilateral
3Slop of a Line, Secial Points in Triangle (Centroid, Circumcentre Centroid, Orthocenter, Incentre and Excentre)
Part B: Straight Line
Some Important results connected with one straight line, Point Slope Form, Symmetric Form or Distance Form, Two Point Form, Intercept From quation of the Straight Lines
Normal Form Equation of the Straight Line, The General Form equation of Straight Line, Reduction of the General Form into Different Cases, Position of Points with respect to the Straight Line ax+by+c and the perpendicular distance of point from the line ax+by+c=0
Foot of Perpendicular, reflection Point or Image, some important results connected with two straight lines, angle between two straight lines
Distance between parallel Lines, Postion of origion (0,0) with respect to angle between two lines angular bisectors of two given lines, some important points connected with three straight lines
Misellaneous questions, revisiton of straight lines and harder problems
Part C: Pair of Straight Lines
Homogeneous Equations of Second Degree and their various Forms
Some Important Result connected with two Homogeneous Pair of Straight Line, General Equations of Second Degree
Part D: Circle
Equation of Circle in Various Forms
Relative Position of Point with respect to circle, parametric form of equation of circle, relative position of line and circle
Relative Position of Circles, Pair of Tangents and Chord of Contact Draw from an External Point
Part E: Conic Section
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