urgent please answer asap
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Answered by
2
Answer:
#Red official
Follow me.
Apply this formula and get ur answer.
Answered by
18
11th/Physics
Rotational mechanics
Answer :
★ Disc A :
- Mass = M
- Radius = R
- Initial angular velocity = ω
★ Disc B :
- Mass = M/2
- Radius = R
- Initial angular velocity = 0
Disc B is placed gently on the Disc A. We have to find final angular velocity of the system
⧪ Here, no external torque acts on the whole system therefore angular momentum (L) is conserved.
Moment of inertia of uniform circular disc of mass M and radius R about axis passing through the centre and perpendicular to the plane is given by
- I = MR²/2
★ MI of disc A :
➙ I₁ = MR²/2
★ MI of disc B :
➙ I₂ = (M/2)R²/2
➙ I₂ = MR²/4
Let's apply concept of angular momentum conservation :D
➤ L (initial) = L (final)
➤ I₁ω₁ + I₂ω₂ = (I₁ + I₂)ω'
➤ MR²ω/2 = (MR²/2 + MR²/4)ω'
➤ MR²ω/2 = 3MR²/4 × ω'
➤ ω/2 = 3ω'/4
➤ ω' = 2ω/3
Hence, (D) is the correct answer.
Cheers!
Cynefin:
Well done bro !!
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