Hyperbola (Coordinate Geometry) - Full Chapter | Concept and Solutions | Class 11/12/JEE Maths
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In this video,
โ๏ธ Class: 11th/12th/JEE (Mains & Advanced)
โ๏ธ Subject: Maths
โ๏ธ Chapter: Hyperbola
โ๏ธ Topic Name: Hyperbola (Coordinate Geometry) - Full Chapter | Concept and Solutions | Class 11/12/JEE Maths
โ๏ธ Topics Covered In This Video : This YouTube video provides an in-depth and comprehensive overview of the full chapter of Hyperbola from a Coordinate Geometry course. Led by renowned educator Deependra Sir, this video covers all the concepts and solutions related to this topic from the Mathematics book of Class 11/12/JEE. Learn and understand this subject in-depth with comprehensive illustrations and examples.
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00:00 Introduction: Hyperbola Full Chapter Concept and Solutions
03:21 Definition of Hyperbola
54:04 Question & Solutions: Important Questions: Hyperbola
Que. If base of triangle and ratio of tangents of half of the base angles are given, then prove that the locus of opposite vertex is hyperbola.
01:50:29 Question & Solutions: Assignment Questions: Hyperbola
Que. Find the eccentricity of the hyperbola.
02:01:24 Equation of Hyperbola and Its Properties
04:54:55 Equation of Hyperbola Referred to Two Perpendicular Lines as Axes
05:35:49 Division of Plane By Hyperbola
05:56:42 Important Property of Focal Chord
06:03:35 Equation of Chord of Hyperbola Bisected at Given Point
06:18:16 Parametric Form of Hyperbola
07:18:29 Equation of Chord Hyperbola
07:43:37 Tangent to Hyperbola
08:52:26 Equation of Tangent to Hyperbola at a Given Point on It
09:18:36 Tangents to Hyperbola From a Point not Lying on it and Chord of Contact
09:54:13 Director Circle
10:09:28 Properties of Tangent to Hyperbola
11:34:50 Asymptotes of Hyperbola Tangent at Infinity
12:30:54 Properties of Asymptotes
14:29:49 Normal to Hyperbola
15:25:05 Important Property of Normal
15:59:21 Hyperbola Having Asymptotes as Coordinates Axes
18:31:21 Question & Solutions: Exercise (Single Correct Answer Type Questions): Hyperbola
Que. A hyperbola having the transverse axis of length 2 sin is confocal with the ellipse 3x2+4y2 = 12. Then its equation is.
19:58:50 Question & Solutions: Exercise (Multiple Correct Answer Type Questions): Hyperbola
Que. If the foci -- 1 coincide with the foci of -1 and the eccentricity of the hyperbola is 2.
21:20:04 Question & Solutions: Exercise (Linked Comprehension Type Questions): Hyperbola
Que. Consider the hyperbola-1 and the circle x2+(y-3)2 = 9. Also, the given hyperbola and the ellipse to each other.
23:38:56 Question & Solutions: Exercise (Matrix Match Type Questions): Hyperbola
Que. Match the following lists.
24:35:20 Question & Solutions: Exercise (Numerical Value Type Questions): Hyperbola
Que. Consider the graph of y = Ax2 and y2+3 = x2+4y, where A is a positive constant and x, y E R. The number of points in which the two graph intersect is.
25:18:44 Question & Solutions: Archives (JEE Advanced): Hyperbola
28:58:52 Website Overview
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