The net force acting on a car rolling down a ramp is the result of the gravitational force pulling it downwards and any frictional forces resisting its motion. Generally, the net force will be equal to the component of the gravitational force parallel to the ramp minus the frictional force.
The force of gravity must be greater than the force of friction between the ramp and the car's wheels. This allows the car to overcome the resistance and move down the ramp.
If a car is moving at a constant speed up a ramp, the force propelling the car up the ramp is equal and opposite to the force of gravity pulling it down the ramp. This means that the net force acting on the car is zero, allowing it to maintain a constant speed. This scenario is possible if the car's engine power matches the force of gravity.
Two factors that affect the distance taken for a toy car to stop after rolling down a ramp are the angle of the ramp and the surface friction. A steeper ramp will give the car more initial speed, leading to a longer stopping distance. Additionally, greater surface friction will slow down the car more quickly, resulting in a shorter stopping distance.
One factor is the height of the ramp. The higher the height of the ramp the further the car travels. Another factor is the surface of the ramp. With a rough surface on the ramp e.g sand paper the car travels a short distance. With a lubricated surface on the ramp e.g Vaseline the car will travel a very long distance.
When pushing a car up a ramp, gravity is pulling the car back down the incline. To counteract this gravitational force and move the car upwards, a greater force is needed to overcome the resistance caused by gravity. This is why a greater force is required to push a car up a ramp compared to on a flat surface.
If you are talking about a car rolling down a ramp then yes. The taller the ramp the more momentum the car will create there for the car will travel farther and faster.
it all depends on the height of either the ramp or how far up the ramp the toy car rolls from
An equal or opposing force. fool. Also friction could stop it, EX: the toy car stops because it goes into grass.
The force of gravity must be greater than the force of friction between the ramp and the car's wheels. This allows the car to overcome the resistance and move down the ramp.
The gravitational force is.
- The slope and length of the ramp. - The rolling friction between the tires and the ramp/ground. - The air resistance (which is dependent on the velocity and geometrical shape of the car). - The direction and speed of the wind. - The smoothness of the ground (a rugged surface will slow the car down).
friction
If a car is moving at a constant speed up a ramp, the force propelling the car up the ramp is equal and opposite to the force of gravity pulling it down the ramp. This means that the net force acting on the car is zero, allowing it to maintain a constant speed. This scenario is possible if the car's engine power matches the force of gravity.
Two factors that affect the distance taken for a toy car to stop after rolling down a ramp are the angle of the ramp and the surface friction. A steeper ramp will give the car more initial speed, leading to a longer stopping distance. Additionally, greater surface friction will slow down the car more quickly, resulting in a shorter stopping distance.
One factor is the height of the ramp. The higher the height of the ramp the further the car travels. Another factor is the surface of the ramp. With a rough surface on the ramp e.g sand paper the car travels a short distance. With a lubricated surface on the ramp e.g Vaseline the car will travel a very long distance.
When pushing a car up a ramp, gravity is pulling the car back down the incline. To counteract this gravitational force and move the car upwards, a greater force is needed to overcome the resistance caused by gravity. This is why a greater force is required to push a car up a ramp compared to on a flat surface.
gravity pulls it down....but of course inertia