Yes, a smaller mass can have as much momentum as a larger mass if it is moving at a higher velocity. Momentum is calculated as mass multiplied by velocity, so even if the mass is smaller, a higher velocity can compensate for it.
Yes. The Formula for momentum is Momentum= Mass x Velocity. If the slower car has a larger mass, it will likely have a larger momentum.
No, the car and the train would not have the same momentum. Momentum is mass times velocity, so even if they are traveling at the same speed, the train would typically have a much larger mass than the car, meaning that their momentums would be different.
A moving ball has more momentum than a still bat because momentum is the product of an object's mass and velocity. The ball's mass is likely much smaller than the bat's, but its velocity while in motion gives it a greater momentum than the bat.
"Momentum" is the product of mass x velocity. You can base your calculations on that.
Momentum, in classical terms, is defined as mass x velocity. So, theoretically, an elephant could have the same momentum as a golf ball if the golf ball (small mass) is moving very, very fast, and the elephant (large mass) is moving very, very slowly. If the product of the mass x velocity is the same, then the momentum can be the same.
Yes. The Formula for momentum is Momentum= Mass x Velocity. If the slower car has a larger mass, it will likely have a larger momentum.
No, the car and the train would not have the same momentum. Momentum is mass times velocity, so even if they are traveling at the same speed, the train would typically have a much larger mass than the car, meaning that their momentums would be different.
A moving ball has more momentum than a still bat because momentum is the product of an object's mass and velocity. The ball's mass is likely much smaller than the bat's, but its velocity while in motion gives it a greater momentum than the bat.
"Momentum" is the product of mass x velocity. You can base your calculations on that.
Momentum, in classical terms, is defined as mass x velocity. So, theoretically, an elephant could have the same momentum as a golf ball if the golf ball (small mass) is moving very, very fast, and the elephant (large mass) is moving very, very slowly. If the product of the mass x velocity is the same, then the momentum can be the same.
A stationary object has zero momentum since momentum is the product of an object's mass and its velocity. In this case, since the object is not moving, its momentum is zero.
The momentum would be twice as much. Momentum is directly proportional to mass, so if the mass doubles while the speed remains the same, the momentum will also double.
The momentum of an object is the product of its mass and velocity. In the case of a slow moving train and a high-speed bullet, the bullet would have a higher momentum due to its higher velocity even if its mass is smaller. This is because momentum is more affected by velocity than by mass.
Momentum is the product of an object's mass and velocity. A high-speed bullet has more momentum than a slow moving train because the bullet has a smaller mass but much higher velocity. This means the bullet can have more impact and be harder to stop compared to the train, even though the train has more mass.
A truck typically has more momentum than a sports car because momentum is the product of mass and velocity. Trucks are generally much heavier than sports cars, which means they have a greater mass. Even if the sports car is traveling faster, the truck's larger mass can result in greater overall momentum. Therefore, in many scenarios, the truck's weight gives it an advantage in momentum despite potentially lower speed.
No, an electron is MUCH smaller than a neutron. About 1/1836 or something like that. Just Google "mass of an electron".
Momentum = mass x velocity The bike has a much smaller mass, but if its velocity is great enough and the truck's is slow enough, the product can be the same. mass(bike) X Speed(bike) = mass(truck) X speed(truck) for an example, Speed(x)=0 and speed(x)=0 therefore, the two momentums are equal.