For items 4 and 5, consider a blue ball A which hits a green ball B of the same mass as shown in the figure. The velocity of the blue ball A just before the collision is vA1 = 20 m/s with the direction as shown. The velocity of the green ball B just before the collision is vB1 = 30 m/s with direction as shown in the figure. The coefficient of restitution between the balls is 0.78. VB1 = 30 m/s VA1 = 20 m/s 30⁰ LOI

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Chapter1: Units, Trigonometry. And Vectors
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[NEED ASAP WITHIN 20 MINS] What is the speed vA2  (in m/s) of the blue ball just after collision? What is the speed vB2 (in m/s) of the green ball just after collision?

For items 4 and 5, consider a blue ball A which hits a green ball B of the same mass as shown in
the figure. The velocity of the blue ball A just before the collision is vA1 = 20 m/s with the
direction as shown. The velocity of the green ball B just before the collision is vB1 = 30 m/s with
direction as shown in the figure. The coefficient of restitution between the balls is 0.78.
VB1 =
VA1 = 20 m/s
30⁰
30 m/s
LOI
Transcribed Image Text:For items 4 and 5, consider a blue ball A which hits a green ball B of the same mass as shown in the figure. The velocity of the blue ball A just before the collision is vA1 = 20 m/s with the direction as shown. The velocity of the green ball B just before the collision is vB1 = 30 m/s with direction as shown in the figure. The coefficient of restitution between the balls is 0.78. VB1 = VA1 = 20 m/s 30⁰ 30 m/s LOI
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