Centre of Mass (COM) of Continuos Body | Class11 PHYSICS |System of Particles | JEE & NEET | by PWV

Centre of Mass (COM) of Continuos Body | Class11 PHYSICS |System of Particles | JEE & NEET | by PWV

Centre of Mass (COM) of Continuos Body | Class11 PHYSICS |System of Particles | JEE & NEET | by PWV In this video, we’ll explore the concept of the Centre of Mass (COM) for a continuous body, an essential topic for Class 11 Physics as well as competitive exams like JEE and NEET. We'll break down the process of finding the COM for different continuous bodies like rods, plates, and discs.What’s covered: Introduction to Centre of Mass Key Concepts & Derivations How to find Centre of Mass for Multiple Particles Step-by-step Solved Examples for JEE & NEET Level Important Tips and Tricks for Problem Solving In this video, we dive deep into the System of Particles and Rotational Motion, an essential topic for Moment of inertia of different bodies like Ring, Disc, hallow sphere,solid sphere,cylinder,rod,plane lamina,Parallel Axis Theorem: Explanation and Applications Perpendicular Axis Theorem: Concepts and Examples Kinetic Energy of Rotating Bodies: Formulas and Applications Torque: Definition, Calculation, and Effects on Motion Definition and significance of System of Particles Center of Mass: Calculation and Applications Concepts of Linear Momentum and its Conservation Introduction to Rotational Motion: Angular Displacement, Velocity, and Acceleration Moment of Inertia: What It Is and How to Calculate It Theorems of Area and Parallel Axis Theorem Dynamics of Rotational Motion: Torque, Work, and Energy etc JEE Main, JEE Advanced, and NEET. We’ll cover all key concepts and problem-solving strategies to help you ace this important chapter in Physics. 🔑 What you’ll learn: Understanding Center of Mass and its motion Detailed analysis of Moment of Inertia and how to calculate it Angular Momentum and its conservation Concept of Torque and its relation to rotational dynamics Rotational Kinematics and equations of motion Rolling Motion and its applications Solving Previous Year Questions from JEE and NEET video explains calcilation of moment of inertia of Ring, Disc, hallow sphere,solid sphere,cylinder,rod,plane lamina, etc #PhysicsClass11 #CentreOfMass #JEEPhysics #NEETPhysics #SystemOfParticles #ContinuousBody #physicstutorial What is a Continuous Body? Formula for COM Example 1: Centre of Mass of a Uniform Rod Example 2: Centre of Mass of a Non-Uniform Rod COM of a Symmetric 2D Object (Disc, Plate) Summary & JEE/NEET Tips 📌 Key Takeaways: Concepts tailored for Class 11 Physics syllabus Tricks for JEE Main & Advanced questions NEET Physics tips for efficient problem solving Most expected questions for the upcoming exams Students preparing for JEE 2024, NEET 2024 #PhysicsForNEET #JEEMain2024 #RotationalMotion #PhysicsConcepts #NEETPreparation #JEEAdvanced #SystemOfParticles #PhysicsClass11 #RotationalDynamics Key Topics Covered: Parallel Axis Theorem: Explanation and Applications Perpendicular Axis Theorem: Concepts and Examples Kinetic Energy of Rotating Bodies: Formulas and Applications Torque: Definition, Calculation, and Effects on Motion Definition and significance of System of Particles Center of Mass: Calculation and Applications Concepts of Linear Momentum and its Conservation Introduction to Rotational Motion: Angular Displacement, Velocity, and Acceleration Moment of Inertia: What It Is and How to Calculate It Theorems of Area and Parallel Axis Theorem Dynamics of Rotational Motion: Torque, Work, and Energy #jee #physics #chemistry #neet #viralvideo #trending #rotationalmotion #science #physics #chemistry #neet #trernd System of Particles,Rotational Motion,JEE,NEET,Class 12 Physics,Linear Momentum,Moment of Inertia,Class 12 Science,oneshot,in hindi,PW,2024,concept,explained,MHTCET,inertia,radius,of,gyration,radius of gyration,जेईई,नीट,Parallel,axis,theorem,perpendicular,torque,kinetic,energy,rotating,body,parallel & perpendicular,axis theorem,MI,ring,disc,hallow,sphere,cylinder,rod,about diameter,perpendicular to plane,physics,Moment of inertia,Tanget,to plane,centre,mass,trick