A ball of mass m moving with a velocity V0 collides with a wall as shown. After impact it rebounds with a velocity V02. The component of impulse acting on the ball, along the wall is

Pi=mV0sin37∘J→ along the wallPf=mV02sin53∘J→ along the wall∴△P→=Pf-Pi=−mV05J→

A ball of mass m moving with a velocity V0 collides with a wall as shown. After impact it rebounds with a velocity V02. The component of impulse acting on the ball, along the wall is

Pi=mV0sin37∘J→ along the wallPf=mV02sin53∘J→ along the wall∴△P→=Pf-Pi=−mV05J→

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A ball of mass $m$ moving with a velocity $V_{0}$ collides with a wall as shown. After impact it rebounds with a velocity $\frac{V_{0}}{2} .$ The component of impulse acting on the ball, along the wall is

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$\frac{- m V_{0}}{2} \vec{J}$

$\frac{- m V_{0}}{5} \vec{J}$

None

$\frac{m V_{0}}{2} \vec{J}$

answer is C.

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Detailed Solution

$P_{i} = m V_{0} \sin 37^{\circ} \vec{J}$ along the wall

$P_{f} = \frac{m V_{0}}{2} \sin 53^{\circ} \vec{J}$ along the wall

$∴ △ \vec{P} = P_{f} - P_{i} = \frac{- m V_{0}}{5} \vec{J}$

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A ball of mass m moving with a velocity V0 collides with a wall as shown. After impact it rebounds with a velocity V02. The component of impulse acting on the ball, along the wall is

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A ball of mass $m$ moving with a velocity $V_{0}$ collides with a wall as shown. After impact it rebounds with a velocity $\frac{V_{0}}{2} .$ The component of impulse acting on the ball, along the wall is