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Worksheet: Finding Momentum of a Body by Using the Formula H=mv


Determine the momentum of a car of mass 2.1 tonnes moving at .


Determine the momentum of a car of mass 2.6 tonnes moving at .


Determine the momentum of a car of mass 2.9 tonnes moving at .


Find the momentum of a body 33 kg moving at 18 km/h in gram-centimeters per second.

  • A594 g⋅cm/s
  • B
    16 500 000
  • C
    165 000
  • D
    594 000


Find the momentum of a body 9 kg moving at 11 km/h in gram-centimeters per second.

  • A99 g⋅cm/s
  • B
    2 750 000
  • C
    27 500
  • D
    99 000


Calculate the momentum of a stone of mass 520 g after it has fallen 8.1 m vertically downwards. Consider the acceleration due to gravity to be .


A body of mass 49 g accelerated from rest at 7 cm/s2. Given that its motion was in a straight line, find its momentum 0.1 minutes after it started moving.


A gun fires 97 bullets per minute. The mass of each bullet is 10 g, and the muzzle speed of the gun is 180 m/s where the muzzle speed is the exit speed of the bullet from the barrel of the gun. Find the momentum transferred to the bullets per second.


A body of mass 17 kg moves in a straight line with constant acceleration of 1.8 m/s2. Its initial velocity is 22.3 m/s. Find the increase in its momentum in the first 5 seconds.


A car was moving on a straight road at 109 km/h through a sand storm which was moving at 87 km/h in the opposite direction. If the mass of a grain of sand was 9 milligrams, determine its momentum relative to the car in gram-centimeters per second.

  • A21.75 g⋅cm/s
  • B49 g⋅cm/s
  • C27.25 g⋅cm/s
  • D5.5 g⋅cm/s


Water vapour condenses on the surface of a plane in the sky and then falls in the form of drops at a rate of 14.7 kg/s. Given that the mass of one water drop is 0.39 g, determine the momentum of a water drop when it reaches the surface of the ground from a height of 1 000 m. Take .


Find the height from which a body of mass 0.3 kg would have to fall in order for the magnitude of its momentum just before hitting the ground to be equal to the momentum of a body of mass 63 g moving at 336 km/h.


At time , a car with a mass of 7 metric tons, is travelling along a racetrack at a speed of 161 m/s and is burning fuel at a constant rate of 10 kg/s. Given that the car’s momentum at time is equal to it’s momentum at a time 10 seconds later, find the velocity of the car after this 10 seconds. Give your answer to the nearest km/h.


A horizontal force of magnitude 265 kg-wt started acting on a body of mass 10 kg at rest on a horizontal plane. Given that the body started moving and that the resistance to its movement was of magnitude 2 208 N, find the momentum of the body 4 seconds after the force started acting on it. Take .


A cannon of mass 2.7 metric tons was moving at 2 km/h in a straight line whereas the cannon ball of mass 10 kg was moving at 124 m/s. Given that the momentum of the cannon is and the momentum of the cannon ball is . Which of the following statements is true?

  • A
  • B
  • C