Lesson 6 – Centre of Mass & System of Particles

Objective Questions – Set 5
(Matrix Match & Ultimate Traps)

This is the final objective set. Attempt only after mastering previous sets.

Matrix Match Instructions:
Column I contains situations.
Column II contains correct physical conclusions.
Match each entry of Column I with one or more options in Column II.

Q1. (Matrix Match)

Column I (Situation)

P. System with zero net external force
Q. System observed from non-inertial frame
R. Projectile exploding at highest point
S. Two equal and opposite forces acting on rigid body

Column II (Result)

1. COM moves with constant velocity
2. Pseudo force must be included
3. COM follows original parabolic path
4. Rotation without translation possible

Correct Matching:

P → 1
Q → 2
R → 3
S → 4


Q2. (Matrix Match)

Column I

P. Isolated system
Q. External force acting
R. Internal explosion
S. Constant external force

Column II

1. Momentum conserved
2. COM accelerates
3. COM velocity unchanged
4. COM motion governed by F = Ma

Correct Matching:

P → 1,3
Q → 2,4
R → 1,3
S → 2,4


Q3. (Multiple Correct)

Which statements are always true for centre of mass?

A) COM acceleration depends only on external forces
B) COM velocity is same in all frames
C) COM can lie outside the body
D) COM motion simplifies multi-particle analysis

Correct Answers: A, C, D


Q4. (Integer Type – Logic)

An isolated system initially at rest explodes. One fragment moves with velocity 8 m/s. Find the velocity of centre of mass (m/s).

Answer: 0

Trap: Fragment velocity does NOT decide COM velocity.


Q5. (Advanced MCQ)

Which conditions guarantee constant velocity of centre of mass?

A) Zero net external force
B) Zero momentum at all times
C) No internal forces
D) Inertial reference frame

Correct Answers: A, D

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