The angular momentum vector H of a particle of mass m is defined by show that if

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The angular momentum vector H of a particle of mass m is defined by

H=rX (mv) where v = w x r. Using the result ax (bx c) = (a c)b (a-b)c

show that if r is perpendicular to ω then H = mr2ω. Given that m = 100, r = 0.1(i + j + k) and ω = 5i + 5j – 10k calculate

(a) (r · ω)

(b) H

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