At a moment, a particle experiences a net force of F = (11.2N)i +(9.3N) ĵ. At that same moment its position is r = (3.3m)i + (-2.1m) ĵ + (2.6m) k and its velocity is v = (-3.4m/s)i + (1.4m/s)j + (3.8m/s) k. The mass of the particle is 0.36 kg. What is the magnitude of the angular momentum in kilogram meters squared per second of the particle about the origin? What is the magnitude of the torque in newton meters on the particle about the origin? What is the magnitude of the rate of change of the angular momentum in newton meters of the particle about the origin?

Glencoe Physics: Principles and Problems, Student Edition
1st Edition
ISBN:9780078807213
Author:Paul W. Zitzewitz
Publisher:Paul W. Zitzewitz
Chapter6: Motion In Two Dimensions
Section6.3: Relative Velocity
Problem 27PP
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At a moment, a particle experiences a net force of F = (11.2N) +(9.3N) ĵ. At that same
moment its position is 7 = (3.3m)î + (-2.1m) ĵ + (2.6m) k and its velocity is
v = (-3.4m/s)i + (1.4m/s)j + (3.8m/s) k. The mass of the particle is 0.36 kg.
What is the magnitude of the angular momentum in kilogram meters squared per second of
the particle about the origin?
What is the magnitude of the torque in newton meters on the particle about the origin?
What is the magnitude of the rate of change of the angular momentum in newton meters of
the particle about the origin?
Transcribed Image Text:At a moment, a particle experiences a net force of F = (11.2N) +(9.3N) ĵ. At that same moment its position is 7 = (3.3m)î + (-2.1m) ĵ + (2.6m) k and its velocity is v = (-3.4m/s)i + (1.4m/s)j + (3.8m/s) k. The mass of the particle is 0.36 kg. What is the magnitude of the angular momentum in kilogram meters squared per second of the particle about the origin? What is the magnitude of the torque in newton meters on the particle about the origin? What is the magnitude of the rate of change of the angular momentum in newton meters of the particle about the origin?
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