A disk A of radius r moving on a perfectly smooth surface at a speed v undergoes an elastic collision with
an identical stationary disk B. Find the velocity of the disk A after a collision if the impact parameter is r/2
as shown in the figure.
A.
V
r/2
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A disk A of radius r moving on a perfectly smooth surface at a speed v undergoes an elastic collision with
an identical stationary disk B. Find the velocity of the disk A after a collision if the impact parameter is r/2
as shown in the figure.
A.
V
r/2
Explanation:
Let V1 and V2 be the final velocity after collision of disk A and disk B respectively.
Applying principles of conservation of linear momentum.
From fig 2 sin x = r/2 ÷2r=
1/4
Cos x=√15/4
We know that m=m
The rest of the solution is attached in the image.
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