Areas Of Parallelograms And Triangles

Simply Easy Learning

Created by Megha Aggarwal, Last Updated 07-Aug-2019, Language:English

Description

Parallelogram is a special type of quadrilateral in which both pair of opposite sides are parallel and equal to each other. Area of parallelograms and triangles can be deduced using the properties of parallelogram and triangle which we will study in detail in this chapter.

Audience

These video lectures have been prepared exclusively for all English medium state board and central board class 9th students to have the understanding on basic properties of Quadrilaterals to become a Parallelogram.

Course Content

Areas of Parallelograms and Triangles

2 Lectures 00:07:36
- Figures on Same Base and Between Same Parallels
  
  Preview
  
  00:02:04
- Verify Figures on Same Base and Between Same Parallels
  
  Preview
  
  00:05:32
Parallelogram on Same Base and Between Same Parallels

1 Lectures 00:04:05
- Parallelogram on Same Base and Between Same Parallels
  
  Preview
  
  00:04:05
Problems on Same Base and Same Parallels of Parallelograms

3 Lectures 00:20:32
- Same Base and Same Parallels of Parallelograms Problem 1
  
  00:03:52
- Same Base and Same Parallels of Parallelograms Problem 2
  
  00:11:26
- Same Base and Same Parallels of Parallelograms Problem 3
  
  00:05:14
Triangles on Same Base and Between Same Parallels

2 Lectures 00:06:52
- Theorem 9.2 of Triangles on Same Base and Between Same Parallels
  
  00:03:43
- Theorem 9.3 of Triangles on Same Base and Between Same Parallels
  
  00:03:09
Problems On Triangles On Same Base And Between Same

5 Lectures 00:29:40
- Same Base and Same Parallels of Triangles Problem 1
  
  00:09:26
- Same Base and Same Parallels of Triangles Problem 2
  
  00:04:19
- Same Base and Same Parallels of Triangles Problem 3
  
  00:08:32
- Same Base and Same Parallels of Triangles Problem 4
  
  00:04:13
- Same Base and Same Parallels of Triangles Problem 5
  
  Preview
  
  00:03:10
RD Sharma Problems

6 Lectures 00:38:08
- RD Sharma - Problem 1 on Triangle
  
  00:07:51
- RD Sharma - Problem 2 on Triangle
  
  00:06:45
- RD Sharma - Problem 3 on Triangle
  
  00:08:39
- RD Sharma - Problem 4 on Triangle
  
  00:01:51
- RD Sharma - Problem 5 on Triangle
  
  00:05:57
- RD Sharma - Problem 6 on Triangle
  
  00:07:05

Megha Aggarwal

Megha holds a B.Tech in Electronics and Communication Engineering from NIT, Kurukshetra. Currently associated with Tutorials Point as a Mathematics Trainer, she delivers lectures for classes 11,12, and IIT JEE students. Apart from Mathematics, she has good experience in designing of Railway's network. In addition, she has worked on various protocols such as Bluetooth 4.1, 6LoWPAN, DASH7, and ZigBee.