Answer: It depends.
The "force" of the impact depends on the momentum of the object. Momentum depends on mass and velocity. If the mass and velocity are constant, then extending the time of impact will not change the momentum.
Suppose you stand 10 feet away from me and I throw a brick at your face. Then suppose you stand 40 feet away and I throw the same brick at your face. It's going to hurt you about the same amount (ignoring gravity and air resistance).
Suppose you are 40 feet above me and I throw a brick at your face. It will hurt less, because gravity will be slowing down the brick.
Suppose I am 40 feet above you and I throw a brick at your face. It will hurt more, because gravity will be speeding up the brick.
john
quadrupled. When speed is doubled, the kinetic energy of a moving object also doubles. Since kinetic energy is proportional to the square of velocity, the force or impact of a collision increases by a factor of four.
The greater the mass of any vehicle, the greater the force of impact it will generate in a collision. This is because larger masses have more inertia, meaning they are more resistant to changes in motion and will impart more force during a collision.
Speed of vehicle, mass of the vehicle, and nature of the collision (e.g. head-on, rear-end) can all affect the force of impact in driving.
The heavy object will have a greater impact force because its mass is larger, resulting in a greater resistance to changes in motion. The impact force is directly proportional to the mass of an object and the acceleration it experiences during a collision.
In a high-speed collision, the kinetic energy involved is greater, resulting in more force being exerted on the vehicles upon impact. This increased force can lead to greater deformation and damage to the cars involved compared to a low-speed collision where the kinetic energy and force are lower. Additionally, at high speeds, there is less time for the vehicles to decelerate, resulting in a more abrupt and forceful collision.
quadrupled. When speed is doubled, the kinetic energy of a moving object also doubles. Since kinetic energy is proportional to the square of velocity, the force or impact of a collision increases by a factor of four.
The greater the mass of any vehicle, the greater the force of impact it will generate in a collision. This is because larger masses have more inertia, meaning they are more resistant to changes in motion and will impart more force during a collision.
The force is the same on both vehicles. The acceleration produced by the force will be greater on the lower-mass vehicle.
The bicycle would have the greatest impact force.
which vehicle is the impact force greater? the bicycle.which vehicle undergoes the greater change in its motion? the bicycle
Speed of vehicle, mass of the vehicle, and nature of the collision (e.g. head-on, rear-end) can all affect the force of impact in driving.
The force would be equal to both vehicles.
The heavy object will have a greater impact force because its mass is larger, resulting in a greater resistance to changes in motion. The impact force is directly proportional to the mass of an object and the acceleration it experiences during a collision.
In a high-speed collision, the kinetic energy involved is greater, resulting in more force being exerted on the vehicles upon impact. This increased force can lead to greater deformation and damage to the cars involved compared to a low-speed collision where the kinetic energy and force are lower. Additionally, at high speeds, there is less time for the vehicles to decelerate, resulting in a more abrupt and forceful collision.
mini cooper
When the mass is doubled, the gravitational force between two objects also doubles. This is because gravitational force is directly proportional to the product of the masses of the objects involved.
If the force acting on an object is doubled, the object's acceleration will also double according to Newton's second law (F = ma). Since inertia is the tendency of an object to resist changes in its motion, doubling the force will result in the object's inertia having a greater resistance to the change in acceleration.