PART A
A particle of mass 2.5 kg is moving with v =(-2.3i+1.4j )(m/s). At one instant,it is located at r = (2i+4j) m. Calculate the angular momentum of the particle at that instant with respect to the origin.
Answer: 30 kgm2/s?
PART B
Find the angular momentum of a solid cylinder rotating with 12
rad/s angular speed around the axis passing through its center of
mass. The radius of the cylinder is 15 cm, its length is 30 cm and
has a mass of 4 kg. (Icom,cylinder= 1/4??^2+1/12??^2)
Answer: 0.63 kgm2/s
PART A A particle of mass 2.5 kg is moving with v =(-2.3i+1.4j )(m/s). At one...
A particle of mass 2 kg is moving in the xy plane at a constant speed of 0.80 m/s in the +x direction along the line y=4m. As the particle travels from ,x= -3m to x= +3m, the magnitude of its angular momentum with respect to the origin is A] not constant B] 0 C} 4.8 kg m2/s D} 8.4 kg m2/s E} 8 kg m2/s
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15. Calculate the moment of inertia of a point object of mass 10.0 kg moving in a circle of radius 10.0 m. If the particle is rotating at an angular speed of 2.00 rad/s, what is its angular momentum?
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The particle has a mass of 0.35 kg and is confined to move along the smooth vertical slot due to the rotation of the arm OA. The rod is rotating with a constant angular velocity θ = 2 rad/s. Assume the particle contacts only one side of the slot at any instant. (Figure 1)Part ADetermine the magnitude of the force of the rod on the particle when θ=30°.Part BDetermine the magnitude of the normal force of the slot on the...
If a particle of mass m = 0.2 kg is performing a circular motion with angular velocity ω = 4.0 rad/s and a radius of r = 1.2 m, find: (a) the moment of inertia of the particle, (b) its linear velocity around the circle, (c) its centripetal (radial) acceleration, and (d) its angular momentum
The velocity of a particle of mass m = 2.10 kg is given by ý = -5.30 î + 3.009 m/s. What is the angular momentum of the particle around the origin when it is located at * = -9.00î – 4.30ſ m? L = kg: m m2/s
A 2.5 kg mass is moving in a of the mass, in kg m /s, is most nearly (do not enter units) straight line at 12.5 m/s towards the edge of a disk with diameter 1.5 m. The angular momentum