Question

1. (10 points) A particle of mass 2 kg is traveling with a constant velocity v? = (5i? - 2j?) m/s. When the particle is at the position (x, y, z) = (2, 0, 1), what is its angular momentum about the origin in unit vector notation? Answer: l? = (4i? + 10j? - 8k?) kgm2/s 2. (10 points) A particle of mass 4 kg is moving with velocity v? = (3i?) m/s. What is the angular momentum of the particle relative to origin when it is at position r? = (2j? + 7k?) m? Answer: (84j? - 24k?) kgm2/s 3. (10 points) A particle is located at r? = (-4.0 i? + 7.0 j? + 6.0 k?) cm. A force F? = (5.0 i? - 3.0 j? + 2.0 k?) N acts on it. What is the torque with respect to origin in unit vector notation? Answer: (32.0 i? + 38.0 j? - 23.0 k?)x10-2 N.m 4. (10 points) A particle of mass 3 kg is moving with velocity v? = (3i? + 2j?) m/s. What is the angular momentum of the particle relative to origin when it is at position r? = (-2i? + 7j?) m?

          1. (10 points) A particle of mass 2 kg is traveling with a constant velocity v? = (5i? - 2j?) m/s. When the particle is at the position (x, y, z) = (2, 0, 1), what is its angular momentum about the origin in unit vector notation?
Answer: l? = (4i? + 10j? - 8k?) kgm2/s

2. (10 points) A particle of mass 4 kg is moving with velocity v? = (3i?) m/s. What is the angular momentum of the particle relative to origin when it is at position r? = (2j? + 7k?) m?
Answer: (84j? - 24k?) kgm2/s

3. (10 points) A particle is located at r? = (-4.0 i? + 7.0 j? + 6.0 k?) cm. A force F? = (5.0 i? - 3.0 j? + 2.0 k?) N acts on it. What is the torque with respect to origin in unit vector notation?
Answer: (32.0 i? + 38.0 j? - 23.0 k?)x10-2 N.m

4. (10 points) A particle of mass 3 kg is moving with velocity v? = (3i? + 2j?) m/s. What is the angular momentum of the particle relative to origin when it is at position r? = (-2i? + 7j?) m?

1. (10 points) A particle of mass 2 kg is traveling with a constant velocity v? = (5i? - 2j?) m/s. When the particle is at the position (x, y, z) = (2, 0, 1), what is its angular momentum about the origin in unit vector notation?
Answer: l? = (4i? + 10j? - 8k?) kgm2/s

2. (10 points) A particle of mass 4 kg is moving with velocity v? = (3i?) m/s. What is the angular momentum of the particle relative to origin when it is at position r? = (2j? + 7k?) m?
Answer: (84j? - 24k?) kgm2/s

3. (10 points) A particle is located at r? = (-4.0 i? + 7.0 j? + 6.0 k?) cm. A force F? = (5.0 i? - 3.0 j? + 2.0 k?) N acts on it. What is the torque with respect to origin in unit vector notation?
Answer: (32.0 i? + 38.0 j? - 23.0 k?)x10-2 N.m

4. (10 points) A particle of mass 3 kg is moving with velocity v? = (3i? + 2j?) m/s. What is the angular momentum of the particle relative to origin when it is at position r? = (-2i? + 7j?) m?

Added by Kimberly S.

Question

Please give Ace some feedback