What Is the Momentum of a Falling Bale of Hay Just Before Impact?

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SUMMARY

The momentum of a falling bale of hay just before impact can be calculated using the formula momentum = mass * velocity. Given that the bale weighs 161 N, the mass can be determined by rearranging the weight formula to mass = weight/gravity, where gravity is approximately 9.81 m/s². This results in a mass of approximately 16.4 kg. The velocity of the bale just before impact, considering it falls from an altitude of 52.8 m, can be calculated using kinematic equations, yielding a final velocity of approximately 36.0 m/s. Thus, the momentum just before impact is approximately 590.4 kg·m/s directed eastward.

PREREQUISITES
  • Understanding of Newton's laws of motion
  • Knowledge of kinematic equations
  • Familiarity with the concept of momentum
  • Basic understanding of gravitational force
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  • Study kinematic equations for vertical motion
  • Learn about momentum conservation in physics
  • Explore the relationship between weight and mass in different gravitational fields
  • Investigate real-world applications of momentum in aviation and rescue operations
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itsmarasilly
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Homework Statement



An animal-rescue plane flying due east at 36.0 m/s drops a bale of hay from an altitude of h = 52.8 m, as shown below. If the bale of hay weighs F = 161 N, what is the momentum of the bale the moment before it strikes the ground? Give both magnitude and direction.

Homework Equations


momentum = mass * velocity
Newtons = Kg m/s


The Attempt at a Solution


how would I converted 161 N to Kg m/s to simply solve mass * velocity?
 
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I think if you change around the weight formula you should be able to find the mass. W= mass x gravity. Therefore, if you change the equation to be mass = weight/gravity, you should be able to find it.
 

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