A 3-kg sphere with an initial velocity, Vs of (5 + 1.X) m/s (where X denotes the last digit of your student ID) strikes the lower end of an l1-kg rod AB as shown in Figure Q2 (b). The rod is hinged at A and initially at rest. The coefficient of restitution between the rod and sphere is 0.8. X= A 0.7 m Go 1.4 m Vs B Figure Q2 (b) (i) Determine the angular velocity of the rod and the velocity of the sphere immediately after impact. (ii) From your working in Q2 (b) (i), explain how the ball and rod masses can affect the angular velocity of the bar and the velocity of the ball immediately after impact.

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Chapter1: Units, Trigonometry. And Vectors
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A 3-kg sphere with an initial velocity, V, of (5 + 1.X) m/s (where X denotes the
last digit of your student ID) strikes the lower end of an 11-kg rod AB as shown
in Figure Q2 (b). The rod is hinged at A and initially at rest. The coefficient of
restitution between the rod and sphere is 0.8.
(b)
X-8
A
0.7 m
Go
1.4 m
Vs
B
Figure Q2 (b)
(i)
Determine the angular velocity of the rod and the velocity of the
sphere immediately after impact.
(ii)
From your working in Q2 (b) (i), explain how the ball and rod masses
can affect the angular velocity of the bar and the velocity of the ball
immediately after impact.
Transcribed Image Text:A 3-kg sphere with an initial velocity, V, of (5 + 1.X) m/s (where X denotes the last digit of your student ID) strikes the lower end of an 11-kg rod AB as shown in Figure Q2 (b). The rod is hinged at A and initially at rest. The coefficient of restitution between the rod and sphere is 0.8. (b) X-8 A 0.7 m Go 1.4 m Vs B Figure Q2 (b) (i) Determine the angular velocity of the rod and the velocity of the sphere immediately after impact. (ii) From your working in Q2 (b) (i), explain how the ball and rod masses can affect the angular velocity of the bar and the velocity of the ball immediately after impact.
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