There are absolutely no such things as "pulling" forces.
Force = mass x Acceleration --- F = mA
That physically means that "the mass" is Accelerating (moving).
That physically and absolutely means that the mass can only push.
"Pulling" is simply "Pushing" on the inside of any attached grip to any piece of mass.
Think of a heavy box lying on the ground with a rope attached for pulling. Until you try to pull the box it doesn't actually resist you. Once you start pulling on the rope, and even if you are unable to move the box, it is as if there is a force pulling against you. This is the force of friction. The friction between the box and the ground sets up this force.
It means that some force is pushing or pulling on an object.
The force pulling the anvil down would be gravity.
The upward force is equal in magnitude to the pulling force. This is because of Newton's third law of motion, which states that for every action, there is an equal and opposite reaction. So the force pulling an object up is equal to the force pulling it down.
An example of a pulling force is when you tug on a door to open it. As you pull the door towards you, you are exerting a pulling force on the door to overcome its resistance and open it.
A stretching force, also known as tension, is a force that elongates or stretches an object. A pulling force is a force exerted on an object to move it towards the direction of the force. Both forces involve pulling or stretching an object.
Thrust is a pushing force. It is the force that propels an object forward in the direction it is moving.
It is EXACTLY the same as the force of the sun pulling on the planet.
Impulsive force
yes it is a contact force
An example of a pulling force is when you use a rope to pull a heavy load towards you. Another example is the force of gravity pulling objects towards the earth's surface.
When an object is moving across a level surface at a constant velocity, the pulling force is equal to the force of friction acting in the opposite direction. This force of friction is equal in magnitude and opposite in direction to the pulling force, resulting in a balanced situation where there is no acceleration.