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A particle of mass {m} is released from rest at point {A} in t

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A particle of mass $m$ is released from rest at point $A$ in the figure falling freely under gravity parallel to the vertical $Y - a x i s .$ The magnitude of angular momentum of particle about point $O$ when it reaches $B$ is (where $O A = b$ and $A B = h)$

Name: Video solution 1: A particle of mass m is released from rest at point A in the figure falling freely under gravity parallel to the vertical Y−axis. The magnitude of angular momentum of particle about point O when it reaches B is (where OA=b and AB=h)
Uploaded: 2021-01-01T18:41:02.000Z
Duration: 2 min
Description: Video solution 1: A particle of mass m is released from rest at point A in the figure falling freely under gravity parallel to the vertical Y−axis. The magnitude of angular momentum of particle about point O when it reaches B is (where OA=b and AB=h)

\frac{m h}{b g}

m g b 2 g h

m b 3 g h

2 m b g h

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Elizabeth Discussed

A particle of mass

m

is released from rest at point

A

in the figure falling freely under gravity parallel to the vertical

Y - a x i s .

The magnitude of angular momentum of particle about point

O

when it reaches

B

is (where

O A = b

and

A B = h)

12 mins ago

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Question Text	A particle of mass $m$ is released from rest at point $A$ in the figure falling freely under gravity parallel to the vertical $Y - a x i s .$ The magnitude of angular momentum of particle about point $O$ when it reaches $B$ is (where $O A = b$ and $A B = h)$
Answer Type	Video solution: 1
Upvotes	151

A particle of mass m is released from rest at point A in the figure falling freely under gravity parallel to the vertical Y−axis. The magnitude of angular momentum of particle about point O when it reaches B is (where OA=b and AB=h)

Filo tutor solutions (1)

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A particle of mass $m$ is released from rest at point $A$ in the figure falling freely under gravity parallel to the vertical $Y - a x i s .$ The magnitude of angular momentum of particle about point $O$ when it reaches $B$ is (where $O A = b$ and $A B = h)$