Q: What is the mass of a bus?

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The mass of the bus without children is 10 tonnes..

The modern Routemaster bus in London has a mass of 12.65 tonnes.

The linear momentum of a truck would be greater than that of a bus if the truck has a larger mass or is moving at a higher velocity compared to the bus. Linear momentum is directly proportional to the mass and velocity of an object.

A data bus system is a way that mass amounts of information can be transferred to a location. The bus address is the location that this information arrives at.

20 feet

The bus filled with fuel and people would have more momentum than the small car, as momentum is mass multiplied by velocity. The bus has more mass due to the fuel and people inside, even if they are both traveling at the same speed.

A bus has more kinetic energy than a bicycle because it has greater mass and moves at a higher speed. Kinetic energy is proportional to mass and velocity squared, so the larger mass and higher speed of the bus contribute to its greater kinetic energy compared to a bicycle.

Yes. Phoenix has a bus system and light rail. Tucson has a bus system. I don't know if Flagstaff or Yuma have bus systems.

The momentum of the passenger bus would depend on its mass and velocity. To calculate it, multiply the mass of the bus by its velocity. If the velocity is troubled, the momentum would change accordingly, decreasing or increasing depending on the direction and magnitude of the velocity change.

Momentum is a function of velocity and mass, therefore, assuming a "large" bus has more mass than a "small" car the bus would have more momentum since the velocities are the same.

If the mass of the passenger bus is doubled by adding more passengers and load, its momentum would also double, assuming the velocity remains constant. This is because momentum is directly proportional to mass, so increasing the mass of the bus would result in an equal increase in momentum if all other factors remain the same.

The bus would require more force to stop because it has a greater mass compared to a bike. The force needed to bring an object to a stop is directly related to its mass, so the heavier bus would require more force to stop at the same speed as the bike.