The hammer throw is a track-and field event in which a 7.3-kg ball (referred to as the "hammer") is whirled around in a slanted circle several times and released. It then moves upward with the trajectory of a projectile and eventually returns to earth some distance away. The record for an athlete for this distance is 86.75 m. Ignore air resistance and the fact that the ball is released above the ground rather than at ground level, and regard the mass of the chain and the handle to be insignificant. Assume that the slanted circle has a radius of 1.8 m and that the velocity at the instant of release is directed 41° above the horizontal. Find the magnitude of the centripetal force acting on the ball just prior to the moment of release.

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Am i suppose to find initial velocity of the projectile then equate this into centripetal force equation to get the final answer? That is what I did and got the answer of around 6963N which is honestly too huge and I suppect that this could be wrong.

The hammer throw is a track-and field event in which a 7.3-kg ball (referred to
as the "hammer") is whirled around in a slanted circle several times and
released. It then moves upward with the trajectory of a projectile and eventually
returns to earth some distance away. The record for an athlete for this distance
is 86.75 m. Ignore air resistance and the fact that the ball is released above the
ground rather than at ground level, and regard the mass of the chain and the
handle to be insignificant. Assume that the slanted circle has a radius of 1.8 m
and that the velocity at the instant of release is directed 41° above the
horizontal. Find the magnitude of the centripetal force acting on the ball just
prior to the moment of release.
Transcribed Image Text:The hammer throw is a track-and field event in which a 7.3-kg ball (referred to as the "hammer") is whirled around in a slanted circle several times and released. It then moves upward with the trajectory of a projectile and eventually returns to earth some distance away. The record for an athlete for this distance is 86.75 m. Ignore air resistance and the fact that the ball is released above the ground rather than at ground level, and regard the mass of the chain and the handle to be insignificant. Assume that the slanted circle has a radius of 1.8 m and that the velocity at the instant of release is directed 41° above the horizontal. Find the magnitude of the centripetal force acting on the ball just prior to the moment of release.
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