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Three Dimensional Geometry

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4.1

Three Dimensional Geometry

Simply Easy Learning

updated on icon Updated on Apr, 2024

language icon Language - English

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category icon Teaching & Academics,Math

Lectures -61

Duration -2.5 hours

4.1

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Course Description

Vector algebra is used to study three dimensional geometry. The previous chapter on vectors has initiated the study of this branch of mathematics.This chapter hence will take the discussion forward.The cartesian system will be now broadened in scope to understand the three coordinates.This video will help students of class 12.

Audience

These video classes have been designed for Class 12 students (Non-medical students and commerce students with Mathematics), those who are preparing for CBSE and other Board Exams for Intermediate, +2 and IIT JEE entrance exams. These classes will also be helpful for students in preparing them for Competitive Examinations for Engineering Institutes like IIT JEE etc.

Three Dimensional Geometry

Curriculum

Check out the detailed breakdown of what’s inside the course

Three Dimensional Geometry
5 Lectures
  • play icon Three Dimensional Geometry Syllabus 08:25 08:25
  • play icon Overview of Direction Ratios of Line 03:16 03:16
  • play icon Overview of Direction Cosines of Line 02:01 02:01
  • play icon Direction Ratios & Direction Cosines Problem Example 1 03:23 03:23
  • play icon Direction Ratios & Direction Cosines Problem Example 2 02:56 02:56
Line Passing Through 1 Point
4 Lectures
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Line Passing Through 2 Point
2 Lectures
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Problems on Vector & Cartesian Form
3 Lectures
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Miscellaneous Problems on 3D Geometry
3 Lectures
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Intersection Of 2 Lines
3 Lectures
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Definition
3 Lectures
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Shortest Distance
4 Lectures
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Plane
4 Lectures
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Coplanarity
2 Lectures
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Intercept Form
2 Lectures
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Plane Through 1 Point & Normal to Vector
3 Lectures
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Equation Of Plane In Normal Form
4 Lectures
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Angle Between Two Planes
6 Lectures
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Distance of Point From Plane
5 Lectures
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Distance Between Parallel Lines
2 Lectures
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Angle Between Line and Plane
5 Lectures
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Instructor Details

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