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.
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.
Momentum is a scalar quantity dependent on mass and velocity. P (momentum) = mass x velocity. Since an object that is not moving has zero velocity, p = mass x zero, and thus p = 0 for all stationary objects.
"Momentum" is the product of mass x velocity. You can base your calculations on that.
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.
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.
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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.
"Momentum" is the product of mass x velocity. You can base your calculations on that.
Momentum is a scalar quantity dependent on mass and velocity. P (momentum) = mass x velocity. Since an object that is not moving has zero velocity, p = mass x zero, and thus p = 0 for all stationary objects.
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.
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.
The electron, because it has much less mass than the proton and momentum is the product of mass and speed.
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.
An object at rest has zero momentum because momentum is the product of an object's mass and its velocity, and if the velocity is zero, then the momentum is also zero.
No, momentum is determined by both mass and velocity. Even though a bullet can have a very high velocity, the mass of a huge truck is much greater, resulting in greater momentum.
Momentum is calculated as the product of mass and velocity. Since a car typically has a much greater mass than a bike, even when both are moving at the same speed, the car will have greater momentum. Therefore, the car has greater momentum.
Momentum is always conserved, so provided no pieces come off:initial momentum = final momentum (where momentum is mass*velocity)MU=MV+mv is the equation to be used, if m is very small, then V is roughly equal to U, that is that if the stationary object is very light compared to the moving one, the moving one doesn't change it's veocity very much and the smaller one moves at a similar speed. I m is bigger (like a wall), the moving mass can stop, or even reverse its motion.if energy is conserved, speed of separation = speed of approach (ie. U=v-V)I hope this was helpful to youI don't know if this is right! :o