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If a boxer is able to make the duration of the
punch three times as long by riding with the punch, by how much will
the force of impact be reduced?
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If the boxer instead moves into the punch such
as to decrease the duration of impact b y half, by how much will the
force of impact be increased?
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A boxer being hit with a punch contrives to
extend time for best results, whereas a karate expert delivers a
force in a short time for best results. Isn't there a contradiction?
Explain.
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When does impulse equal momentum?
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When you deliver a karate chop to a stack of
bricks, how will the impulse differ if your hand bounces back upon
striking the block?
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How does the force exerted on the bricks
compare to the force exerted on your hand?
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If you toss a ball horizontally while on a
skateboard , you'll roll backward with the same amount of momentum
given to the ball. Will you roll backward if you go through the
motions of tossing the ball, but hold onto it? Explain.
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Two carts, one twice the mass of the other, are
connected by a spring. The spring is then released; how do the
speeds of the carts compare? How do the momentums compare?
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A block is gliding to the right with a speed
v. It collides with a stationary block that is three times as
massive. How fast will the coupled carts slide after the collision?
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A hungry 4 kg fish swims toward and encounters
a sleepy 1 kg fish swimming toward it at four times its own speed.
Compared to before lunch, how fast is the hungry fish moving
immediately after lunch?
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When a stationary uranium nucleus undergoes
fission, it breaks into two unequal chunks that fly apart. What do
you conclude about the momenta of the chunks? What can you conclude
about the relative speeds?
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You can survive a feet first impact at a speed
of about 12 m/sec on concrete, 15 m/sec on soil, and 34 m/sec on
water. Why the different values for different surfaces?
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Which would be more damaging: driving into a
massive concrete wall or having a head on collision with an
identical car traveling toward you at the same speed?
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Our galaxy may have begun as a huge cloud of
gas and particles. Suppose the original cloud was far larger than
the present size of the galaxy, was more or less spherical, and was
rotating very much more slowly than at present. Gravitation between
particles would have pulled them closer. What would be the role of
angular momentum conservation on the galaxy's shape and present
rotational speed?