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Particle A makes a perfectly elastic head-on collision with another stationary particle B. They fly apart in opposite directions with equal velocities. Ratio of their masses will be
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A uniform solid sphere of mass m and radius R is kept on the rough horizontal surface with co-efficient of friction = 1/3 as shown in figure. An impulse of is applied tangentially on the sphere at an angle 37° with the horizontal as shown in the figure. (assuming J >> mgdt, g = 10 m/s2, )
Find the time after which sphere is in pure rolling motion.
A uniform solid sphere of mass m and radius R is kept on the rough horizontal surface with co-efficient of friction = 1/3 as shown in figure. An impulse of is applied tangentially on the sphere at an angle 37° with the horizontal as shown in the figure. (assuming J >> mgdt, g = 10 m/s2, )
Find the time after which sphere is in pure rolling motion.
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A uniform solid sphere of mass m and radius R is kept on the rough horizontal surface with co-efficient of friction = 1/3 as shown in figure. An impulse of is applied tangentially on the sphere at an angle 37° with the horizontal as shown in the figure. (assuming J >> mgdt, g = 10 m/s2, )
Which graph shows variation of velocity of centre of mass of sphere with time?
A uniform solid sphere of mass m and radius R is kept on the rough horizontal surface with co-efficient of friction = 1/3 as shown in figure. An impulse of is applied tangentially on the sphere at an angle 37° with the horizontal as shown in the figure. (assuming J >> mgdt, g = 10 m/s2, )
Which graph shows variation of velocity of centre of mass of sphere with time?
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A uniform solid sphere of mass m and radius R is kept on the rough horizontal surface with co-efficient of friction = 1/3 as shown in figure. An impulse of is applied tangentially on the sphere at an angle 37° with the horizontal as shown in the figure. (assuming J >> mgdt, g = 10 m/s2, )
Find the angular velocity of sphere just after impulse is applied.
A uniform solid sphere of mass m and radius R is kept on the rough horizontal surface with co-efficient of friction = 1/3 as shown in figure. An impulse of is applied tangentially on the sphere at an angle 37° with the horizontal as shown in the figure. (assuming J >> mgdt, g = 10 m/s2, )
Find the angular velocity of sphere just after impulse is applied.
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A uniform solid sphere of mass m and radius R is kept on the rough horizontal surface with co-efficient of friction = 1/3 as shown in figure. An impulse of is applied tangentially on the sphere at an angle 37° with the horizontal as shown in the figure. (assuming J >> mgdt, g = 10 m/s2, )
Find the velocity of centre of mass of the sphere just after impulse applied.
A uniform solid sphere of mass m and radius R is kept on the rough horizontal surface with co-efficient of friction = 1/3 as shown in figure. An impulse of is applied tangentially on the sphere at an angle 37° with the horizontal as shown in the figure. (assuming J >> mgdt, g = 10 m/s2, )
Find the velocity of centre of mass of the sphere just after impulse applied.
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