Practice & Test Systems of Particles and Rotational Motion

Class 11 Physics · Chapter 6. Practice 276 free NEET 2027 questions on Systems of Particles and Rotational Motion (Class 11 Physics), across 26 concepts. Asked ~4.3× per paper since…

276
Practice questions
26
Concepts tagged
56
Asked 2013–2025
4.3×
Per paper

How much does Systems of Particles and Rotational Motion matter?

Across the 13 NEET papers from 2013 to 2025, Systems of Particles and Rotational Motion has been examined 56 times — an average of 4.3 questions per paper. At 4 marks each, that is roughly 17 marks a year riding on this one chapter.

What gets asked: 26 concepts

Every question in the bank is tagged to one of these, so practice can target the exact idea you keep missing.

Accelerated Pure Rolling on Rough Inclined GroundAcceleration of Centre of MassAngular MomentumAngular Momentum in Case of Rotation about a Fixed Axis.Angular Momentum of Particle about a Fixed PointAngular Velocity and its Relation with Linear Velocity, Angular AccelerationCentre of MassCentre of Mass of a Rigid BodyCentre of Mass of a Two-Particle SystemCentre of Mass of More than Two ParticlesCentre of Mass of Two ParticlesComparison of Linear and Rotational MotionConservation of Angular MomentumDynamics of Rotational Motion about a Fixed AxisEnergy of Rigid Bodies Rolling down an Inclined PlaneEquilibrium of a Rigid BodyKinematics of Rotational Motion about a Fixed AxisMoment of InertiaMomentum Conservation and Centre of Mass MotionMotion of Centre of MassRigid Body RotationRole of Friction in Accelerated Pure RollingTorque and Angular MomentumTorque and Moment of ForceTorque of a Force about a Fixed PointVelocity of Centre of Mass

Sample questions

Question 1

A disc of mass $2 \text{ kg}$ and radius $0.5 \text{ m}$ is rotating about its own axis with an angular speed of $20 \text{ rad/s}$. The angular momentum of the disc (in $\text{kg m}^2\text{/s}$) is:

Question 2

The moment of inertia of a uniform circular disc about an axis passing through its center and perpendicular to its plane is $I$. Its moment of inertia about a diameter is:

Question 3

Match the following quantities related to rotational motion with their analogous quantities in translational motion: Column I (Rotational Motion) (A) Moment of Inertia (B) Angular Velocity (C) Torque Column II (Translational Motion) (1) Force (2) Mass (3) Velocity Choose the correct match:

Start practicing Systems of Particles and Rotational Motion now

Practice adapts as you go — get one wrong and the next question targets the same concept instead of moving on. Or sit a timed test to see where you actually stand.

Free · starts instantly · no signup

Other high-weightage Physics chapters