The horizontal rod OA rotates about a vertical shaft according to the relation d0/dt = 0' = 10t where 0' andt are expressed in rad/s and seconds, respectively. A 300-g collar B is held by a cord with a breaking strength of 18 N. Neglecting friction, determine, immediately after the cord breaks, (a) the relative acceleration of the collar with respect to the rod, . (b) the magnitude of the horizontal force exerted on the collar by the rod. [Be careful with units] 0.65m A F, = ma, = -T = m(r – re²) %3D %3D ma, = F, = m (re + 2r0)

College Physics
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Chapter1: Units, Trigonometry. And Vectors
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The horizontal rod OA rotates about a vertical shaft according to the relation d0/dt = 0' = 10t
where 0' andt are expressed in rad/s and seconds, respectively. A 300-g collar B is held by a cord
with a breaking strength of 18 N. Neglecting friction, determine, immediately after the cord
breaks,
(a) the relative acceleration of the collar with respect to the rod, .
(b) the magnitude of the horizontal force exerted on the collar by the rod.
[Be careful with units]
0.65m
A
F, = ma, = -T = m(r – re²)
%3D
%3D
ma, = F, = m (re + 2r0)
Transcribed Image Text:The horizontal rod OA rotates about a vertical shaft according to the relation d0/dt = 0' = 10t where 0' andt are expressed in rad/s and seconds, respectively. A 300-g collar B is held by a cord with a breaking strength of 18 N. Neglecting friction, determine, immediately after the cord breaks, (a) the relative acceleration of the collar with respect to the rod, . (b) the magnitude of the horizontal force exerted on the collar by the rod. [Be careful with units] 0.65m A F, = ma, = -T = m(r – re²) %3D %3D ma, = F, = m (re + 2r0)
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