A rod AB of length 2 m and mass 2 kg is lying on a smooth horizontal x-y plane with its centre at origin O as shown in figure. An impulse J of magnitude 10 N-s is applied perpendicular to AB at A.

Co-ordinates of point A of the rod after time t $= \frac{π}{45}$ s will be

[(\frac{π}{9} + \frac{3}{2}) m, \frac{1}{2} m]

\displaystyle{\left[\begin{array}{cc} \frac{{{3}}}{{{4}}}{m}&\frac{{{3}}}{{{2}}}{m}\end{array}\right]}

[(\frac{π}{6} + \frac{1}{2}) m, \frac{1}{2} m]

[\frac{1}{2} m, \frac{1}{2} m]

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A rod AB of length 2 m and mass 2 kg is lying on a smooth horizontal x-y plane with its centre at origin O as shown in figure. An impulse J of magnitude 10 N-s is applied perpendicular to AB at A.

Co-ordinates of point A of the rod after time t

= \frac{π}{45}

s will be

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Question Text

A rod AB of length 2 m and mass 2 kg is lying on a smooth horizontal x-y plane with its centre at origin O as shown in figure. An impulse J of magnitude 10 N-s is applied perpendicular to AB at A.

Co-ordinates of point A of the rod after time t

= \frac{π}{45}

s will be

A rod AB of length 2 m and mass 2 kg is lying on a smooth horizontal x-y plane with its centre at origin O as shown in figure. An impulse J of magnitude 10 N-s is applied perpendicular to AB at A.

Co-ordinates of point A of the rod after time t $= \frac{π}{45}$ s will be

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Practice questions from similar books

A rod AB of length 2 m and mass 2 kg is lying on a smooth horizontal x-y plane with its centre at origin O as shown in figure. An impulse J of magnitude 10 N-s is applied perpendicular to AB at A. Co-ordinates of point A of the rod after time t=45π​ s will be

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Practice questions from similar books

A rod AB of length 2 m and mass 2 kg is lying on a smooth horizontal x-y plane with its centre at origin O as shown in figure. An impulse J of magnitude 10 N-s is applied perpendicular to AB at A.

Co-ordinates of point A of the rod after time t $= \frac{π}{45}$ s will be