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The momentum of any object depends on its mass and its speed.

If a car and a bike are both moving at the same speed, then the car has

more momentum because it has more mass than the bike.

If the car and the bike are moving at different speeds, then we need to know

the speeds of each, in order to make any determination about their

respective momenta.

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13y ago
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13y ago

The car has more momentum easily. It has the greater mass. The momentum equation is p=m x v

p= momentum

m= mass

v= velocity

ex.

So the bike weighs around 50 lbs and is going 20 mph

the car is about 1500 lbs and 20 mph

1500 x 20 = 30000

50 x 20 = 100

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13y ago

Momentum depends on both mass AND velocity. So if they are both going the same speed the truck would have more momentum. However, a car traveling at 44.7m/s (100mph) could have more momentum that a truck traveling at 0.1m/s

p = m * v

Momentum (p) is equal to the mass (m) of the object times its velocity (v). All in SI units.

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11y ago

The momentum of the heavy truck at rest is zero and so is definitely less than a moving automobile no matter how lighter it is than the heavy truck and how fast it is going - as long as it is moving.

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6y ago

Momentum is given by mass x velocity. Thus we cannot be precise without the masses. To have equal momenta, the train would need a mass 2.5 times that of the car. As that is likely to be far too low a figure (just the locomotive is likely to be at least 50 times that of the car), the train would have more momentum.

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9y ago

Momentum is equal to mass multiplied by velocity, p = mv. Therefore, the greater momentum depends on the mass because you and your bike should have the same velocity. If you weigh more than your bike, you would have the greater momentum.

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14y ago

given p = mv, where:
p = momentum
m = mass of the object
v = velocity
and on the assumption the bike weighs more than the car, the car will have greater momentum.

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14y ago

The rider will usually weigh far more than the bike, and thanks to that carry the most momentum.

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Q: Which has a greater momentum a heavy truck at rest or a moving automobile?
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