Two identical billiard balls (mA = mB = 0.16 kg) can move freely on a horizontal table. Ball A has a velocity v→0 = 10 m/s→ and hits ball B, which is at rest, at a point C defined by θ = 30∘. The coefficient of restitution between the two balls is e = 0.9. Assume no friction. Determine: a. ) The velocity of each ball after impact (magnitude and angle with respect to horizontal of the page, don't forget to include the quadrant). b. ) The efficiency of the collision.

Two identical billiard balls (mA = mB = 0.16 kg) can move freely on a horizontal table. Ball A has a velocity v→0 = 10 m/s→ and hits ball B, which is at rest, at a point C defined by θ = 30∘. The coefficient of restitution between the two balls is e = 0.9. Assume no friction. Determine: a. ) The velocity of each ball after impact (magnitude and angle with respect to horizontal of the page, don't forget to include the quadrant). b. ) The efficiency of the collision.

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Two identical billiard balls ( m A = m B = 0.16 k g ) can move freely on a horizontal table. Ball A has a velocity v 0 = 10 m / s and hits ball B , which is at rest, at a point C defined by θ = 30 . The coefficient of restitution between the two balls is e = 0.9 . Assume no friction.
Determine: a.) The velocity of each ball after impact (magnitude and angle with respect to horizontal of the page, don't forget to include the quadrant). b.) The efficiency of the collision.

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