Rotational Motion – Stage 2 (Page 9)
Objective Questions – Solution Methods & Tricks
This page focuses on HOW to solve objective questions. Each problem includes: method → shortcut → examiner’s trap.
Q1.
A disc and a ring roll down an incline without slipping. Which reaches the bottom first?
Method:
Use acceleration for rolling body:
a = g sinθ / (1 + I / MR²)
Disc: I = ½MR²
Ring: I = MR²
Conclusion: Disc has smaller denominator → larger acceleration → reaches first.
Examiner Trap: Students compare mass, not moment of inertia.
Q2.
A rotating disc suddenly increases its radius. What happens to angular velocity?
Method:
Check external torque → zero
Apply conservation of angular momentum:
L = Iω = constant
Result: If I increases → ω decreases.
Shortcut: No torque → never use τ = Iα.
Q3.
In pure rolling, work done by friction is:
Method:
Check type of friction → static
Check displacement of contact point → zero
Answer: Work done = 0
Common Mistake: Assuming friction always does negative work.
Q4.
Which quantity remains conserved when net external torque is zero?
Method:
Recall fundamental law:
τ = dL/dt
Conclusion: τ = 0 ⇒ L = constant
Examiner Trick: Options include angular velocity to confuse you.
Q5.
A wheel rolls without slipping. Velocity of topmost point is?
Method:
Total velocity = translational + rotational
vtop = v + v = 2v
Answer: 2v
Visualization Trick: Always draw velocity vectors.
Q6.
Moment of inertia of same body differs because of:
Method:
Check formula:
I = Σmr²
Reason: Depends on distance from axis.
Examiner Trap: Ignoring axis of rotation.
Golden Rules for Objective Questions (Rotational Motion)
✔ First identify axis of rotation
✔ Check if torque is zero or not
✔ Prefer conservation laws
✔ Compare moment of inertia, not mass
✔ Draw rough diagram mentally
Next: Stage 2 – Page 10 (Assertion–Reason + Mixed Concept MCQs)
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