Straight Lines :🌟PYQ 17 | Main- 2007 | Finding Centroid of Triangle| Pathak Sir 😊
Channel: EJEE Learn
Date: 2024-03-03

Straight Lines :🌟PYQ 17 | Main- 2007 | Finding Centroid of Triangle| Pathak Sir 😊
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Concept to be  Covered
1. Triangle sides
2. Coordinates of it Vertex 
3. Finding Equation   

Q.17. Let O(0, 0), P(3,4), Q(6, 0) be the vertices of the triangle OPQ. The point R inside the triangle OPQ is such that the triangles OPR,PQR, OQR are of equal area. The coordinates of R are
         
 

(a) (𝟒/𝟑, 𝟑)
(b) (𝟑,𝟐/𝟑)
(c) (𝟑, 𝟒/𝟑)
(d) (𝟒/𝟑,𝟐/𝟑)

[Main, 2007 ]

In this video, Pathak Sir explores triangle vertices in the context of Straight Lines Mastery. He begins by reviewing the concept of a straight line, and then discusses how to find the vertices of a triangle given its sides and angles. He also provides some tips for solving problems involving triangle vertices.
This video is a great resource for anyone who wants to learn more about triangle vertices and how to apply them to problems involving straight lines. Pathak Sir's clear and concise explanations make the concepts easy to understand, and his examples are helpful for illustrating how to solve problems.
Here are some of the key takeaways from the video:
A straight line is an angle that measures 180 degrees.
The vertices of a triangle are the points where the sides of the triangle intersect.
To find the vertices of a triangle given its sides and angles, you can use the Law of Sines or the Law of Cosines.
When solving problems involving triangle vertices, it is important to remember that the sum of the angles in a triangle is always 180 degrees.

With Pathak Sir's insightful explanations and effective teaching techniques, you'll gain the confidence to tackle any geometry problem that comes your way. 💪 So, let's embark on this educational journey together, empowering ourselves with the knowledge and skills needed to excel in geometry and beyond! 📚😊 #GeometryMastery #PathakSir #PYQ13 #StraightLines #MathematicsTutorial


🌐 For additional study materials, tips, and updates, visit our website at 
💻www.ejee.in
Email: ejee.in@gmail.com
Contact Us:
https://ejee.in/contact-us/

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