Answer:
Speed of the ball
Let and be the
velocities of the ball before and after deflection.
As the speed of the ball remains
unchanged even after deflection, so
In Fig. 5.130, and . Clearly, the
change in velocity of the ball is
Fig. 5.130
Then
Impulse imparted to the ball
= Mass Change in
velocity of the ball
Impulse is imparted along . As the
velocity is the
resultant of two velocities and
which have
equal magnitude, so equally
divides the angle between and
i.e., impulse
is directed along the bisector of initial and final directions.
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