Preparing for IIT - JEE .  My favourate subject is Physics . I am a Guitarist and likes to see new places.

Ankur Chhikara

This course is about the concept of Kinematics in physics. In this course we will study about motion and its types also we will do vector analysis and its application.

IIT JEE 2020 and 2021 Main and Advanced exam preparation. Know about detailed syllabus, best books, exam pattern and dates. Cover previous year question papers and book solutions from great educators.

IIT JEE

JEE Main and Advanced Preparation

Hindi

(Hindi) Crash Course on Kinematics: Motion and Vector Analysis

Physics Crash Course

Physics

IITJEE, NEET UG and Foundation

Ace the toughest competitive and government exams in India 

Test Preparation

In this lesson we will learn about some basic definations of physics used in concept of Kinematics -by Ankur chhikara

Basic Definitions of Kinematics (in Hindi)

In this lesson you will study about concept of speed, velocity and acceleration and their realation between each other.

Speed and Velocity Analysis (in Hindi)

In this lesson we will do numerical problems based on average velocity and average speed so watch the full lesson to understand it.

Numerical on Speed and Velocity (in Hindi)

In this lesson you will learn how to derive 1st and 2nd equation of motion from basic speed and velocity formulas.

Equation of Motion (1st and 2nd) (in Hindi)

In this lesson you will learn how to derive 3rd equation of motion and 4th equation of motion and also bout the concept of relative velocity.

Equation of Motion (3rd and 4th) (in Hindi)

In this lesson we will learn the basic concept of vectors quantities and its types.

Introduction to Vectors and Its Types (in Hindi)

In this lesson we will learn about how to solve the numericals of unit vectors by using simple concept.

Numericals on Unit Vectors (in Hindi)

In this lesson we will learn about the triangle law and parallelogram law of vector addition.

Triangle and Parallelogram Law of Vector Addition (in Hindi)

In this lesson we will prove how the vector addition is associative and commutative using triangle law and parallelogram  law of vector addition.

How to Prove Vector Addition is Commutative and Associative (in Hindi)

In this lesson we will study about the concept of ot product and how to soleve its numericals.

Concept of Dot Product and How to Solve Its Numerical (in Hindi)

I'm your AR & you're my Squad! 
On YouTube 💢 AR SQUAD 💪
Teacher | Entertainer | Coach

Aayush Rathi

In this course we will understand all the basic concepts of differentiation, integration and solid angle. These concepts have their application in almost all the areas of physics and a proper understanding of these concepts is necessary. We will also see some applications of these concepts towards the end lessons of this course..

(Hindi) IIT JEE: Mathematical Tools For Basics Of Differentiation, Integration & Solid Angle

Mansargun Kaur

Revision amd Previous Year Questions on EM waves are covered in this course.

(Hindi) Electromagnetic Waves for IIT JEE

Hello everyone...I am doing Integrated M.sc in Mathematics and Computing from BIT Mesra.I am very much interested in programming and web des

Divyasha Sinha

This course will be helpful for students who are pursuing a bachelors degree and even for those who are preparing for JAM

(Hindi) Vector Spaces- IIT JAM

Consultant at Capgemini, Inquisitive in nature, PGDM from FSM, Delhi. Love to teach. Can discuss anything under the sun.

Vikas Joshi

After discussing the major portion of modern physics in the previous courses, this course will provide the most important questions based on modern physics. The course will also provide the best suitable solutions for the questions.

Lessons

10 lessons • 1h 31m

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Basic Definitions of Kinematics (in Hindi)

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Speed and Velocity Analysis (in Hindi)

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Numerical on Speed and Velocity (in Hindi)

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Equation of Motion (1st and 2nd) (in Hindi)

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Equation of Motion (3rd and 4th) (in Hindi)

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Introduction to Vectors and Its Types (in Hindi)

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Numericals on Unit Vectors (in Hindi)

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Triangle and Parallelogram Law of Vector Addition (in Hindi)

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How to Prove Vector Addition is Commutative and Associative (in Hindi)

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Concept of Dot Product and How to Solve Its Numerical (in Hindi)