| Ball II: since ball I comes to rest, it has zero momentum after the collision, and so cannot apply a force to the large block. |
| Ball I: since its initial kinetic energy is almost entirely converted to heat, this heat energy is more likely to knock down the block. |
| It doesn't matter: since the balls are the same mass and (presumably) moving at the same speed upon impact, both should generate the same impulse on the block. |
| Ball II: the ball's momentum change upon striking the block is nearly twice its initial momentum due to the rebound. Thus, it applies more impulse to the large block than ball I. |
| Ball I: since ball II rebounds, its momentum change is nearly zero. Thus, it can not apply much impulse to the block. Ball I, though, changes its momentum by coming to rest. |
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