112500 kg m/s
The momentum of the truck can be calculated by multiplying its mass by its velocity. Therefore, the momentum of the truck would be 4500 kg * W m/s.
The momentum of the truck can be calculated using the equation momentum = mass * velocity. Plugging in the values, the momentum of the truck is 4500 kg * 25 m/s = 112,500 kg*m/s.
Magnitude of momentum = (mass) x (speed) = (4,500) x (25) = 112,500 kilogram-meters/second
Remember Momentum = mass X speed. Hence momentum = 2000 kg X 35 m/s = 70,000 kg m/s
While a truck may have more mass than a bicycle, momentum is also influenced by velocity. If the bicycle is traveling at a significantly higher speed than the truck, it can have more momentum due to the combination of its mass and velocity. Momentum is calculated as mass multiplied by velocity, so a lighter object with higher velocity can have more momentum than a heavier object with lower velocity.
The momentum of the truck can be calculated by multiplying its mass by its velocity. Therefore, the momentum of the truck would be 4500 kg * W m/s.
The momentum of the truck can be calculated using the equation momentum = mass * velocity. Plugging in the values, the momentum of the truck is 4500 kg * 25 m/s = 112,500 kg*m/s.
Magnitude of momentum = (mass) x (speed) = (4,500) x (25) = 112,500 kilogram-meters/second
If a car and a truck are traveling at the same speed, the truck would have more momentum because it has a greater mass.
Momentum is calculated as the product of mass and velocity. Since a dump truck is significantly heavier than a car, it will have greater momentum when both are traveling at the same speed. Therefore, the dump truck has greater momentum due to its larger mass, despite having the same velocity as the car.
Momentum is mass times velocity, if the velocity of the two are the same, the object with the greater mass will have proportionally greater momentum.
Remember Momentum = mass X speed. Hence momentum = 2000 kg X 35 m/s = 70,000 kg m/s
While a truck may have more mass than a bicycle, momentum is also influenced by velocity. If the bicycle is traveling at a significantly higher speed than the truck, it can have more momentum due to the combination of its mass and velocity. Momentum is calculated as mass multiplied by velocity, so a lighter object with higher velocity can have more momentum than a heavier object with lower velocity.
A truck that is more massive with the same velocity as the truck that is less massive will definitely have more momentum. This is illustrated in the equation for momentum:p = mvWhere p is momentum which is measured in Newton seconds, m is mass which is measured in kilograms, and v is velocity, measured in meters per second. If you plug in a larger mass for that same equivalent velocity, it will accordingly have more momentum.Also, if you just think about it, what would be harder to move: something with more mass or something with less 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.
Momentum = Ρ = m•v, m is mass in kg, and v is velocity in m/s. Both the semi and the linebacker are traveling at the same velocity. However, the mass of the semi is hundreds of times the mass of the linebacker. Therefore, the semi will have a much greater momentum than the linebacker.
Since momentum equals mass times velocity, if the mass of the truck times its velocity is greater than the mass of the bus times the bus' velocity then the momentum of the truck will be greater than the momentum of the bus.