4 times its original momentum.
The equation for momentum is: m*v=p
So, doubling mass and velocity gives: 2m*2v=4p
a) doubled b) tripled c) doubled (assuming the engine is used to bring it back to the same speed) d) quadrupled e) halved
a) doubled b) tripled c) doubled (assuming the engine is used to bring it back to the same speed) d) quadrupled e) halved
The momentum of the bus would double if its mass is doubled while keeping its velocity constant. Momentum is directly proportional to mass, so doubling the mass would result in a doubling of momentum as long as the velocity remains 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 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.
a) doubled b) tripled c) doubled (assuming the engine is used to bring it back to the same speed) d) quadrupled e) halved
a) doubled b) tripled c) doubled (assuming the engine is used to bring it back to the same speed) d) quadrupled e) halved
The momentum of the bus would double if its mass is doubled while keeping its velocity constant. Momentum is directly proportional to mass, so doubling the mass would result in a doubling of momentum as long as the velocity remains the same.
4 times its original momentum. The equation for momentum is: m*v=p So, doubling mass and velocity gives: 2m*2v=4p
a) doubled b) tripled c) doubled (assuming the engine is used to bring it back to the same speed) d) quadrupled e) halved
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.
It doubles. Momentum (p) is the product of velocity (v) and mass (m). For a given mass, if you double the velocity, you'll double the momentum. Velocity and momentum are said to be directly proportional. p = m x v
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 directly proportional to the velocity. Thrice the velocity means thrice the momentum.
The momentum of the bus would increase by a factor of three since momentum is directly proportional to velocity. The bus's momentum is equal to the product of its mass and velocity.
momentum is mass x velocity so if we double v then momentum becomes 2 times greater or double also
Doubling the velocity of a moving body quadruples its kinetic energy while doubling its momentum. This relationship highlights how kinetic energy is proportional to the square of the velocity and momentum is directly proportional to velocity.