ω= r x v/r2 = .652k 1/s2, L = I ω , I = mr2, m=4.4kg and r= sqrt(1.92+2.62)=3.22 m thus I = 45.6 kg - m2 and
L= 29.71k.k-kg/s2 a)
Torque = τ = r X F = 8.36k N-m b)
Elle B.
asked 11/18/23A particle of mass 4.4 kg has position vector r = (1.9î − 2.6ĵ) m at a particular instant of time when its velocity is v = (2.6î) m/s with respect to the origin. (Express your answers in vector form.) (a) What is the angular momentum of the particle (in kg · m^2/s)? (b) If a force F = 4.4ĵ N acts on the particle at this instant, what is the torque (in N · m) about the origin?
ω= r x v/r2 = .652k 1/s2, L = I ω , I = mr2, m=4.4kg and r= sqrt(1.92+2.62)=3.22 m thus I = 45.6 kg - m2 and
L= 29.71k.k-kg/s2 a)
Torque = τ = r X F = 8.36k N-m b)
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