It depend on friction and other forces against motion
The force needed to keep a 20N stone from falling would need to be 20N or greater in the opposite direction to counteract the force of gravity pulling the stone downwards. This force would need to be applied vertically upwards to effectively balance the gravitational force acting on the stone.
To move 1 ton (2000 pounds) on a surface with no friction, you would need a force equivalent to its weight, which is about 2000 pounds-force. This force is equivalent to about 8,900 newtons.
If you were trying to move a huge block of stone, the forces of friction would be applied against you. To get the stone in motion, you must overcome static friction, the friction force that acts on objects that are not moving and is always working in the direction opposite of your applied force. Then, to keep it in motion, you must overcome sliding friction, which, though it takes effort to keep moving a stone, is substantially less than the effort to get a stone into motion originally.
To calculate the force required to move the 4300 kg object 5 meters, you need to know the acceleration or the frictional force acting against it. Without that information, an exact force cannot be determined.
Jim will need to exert at least 25 N of force to overcome both gravity and friction and move the object. This is calculated by adding the force of gravity (15 N) and the force of friction (10 N).
The force needed to keep a 20N stone from falling would need to be 20N or greater in the opposite direction to counteract the force of gravity pulling the stone downwards. This force would need to be applied vertically upwards to effectively balance the gravitational force acting on the stone.
To move 1 ton (2000 pounds) on a surface with no friction, you would need a force equivalent to its weight, which is about 2000 pounds-force. This force is equivalent to about 8,900 newtons.
If you were trying to move a huge block of stone, the forces of friction would be applied against you. To get the stone in motion, you must overcome static friction, the friction force that acts on objects that are not moving and is always working in the direction opposite of your applied force. Then, to keep it in motion, you must overcome sliding friction, which, though it takes effort to keep moving a stone, is substantially less than the effort to get a stone into motion originally.
Contrary to both intuition AND Aristotle, objects do NOT need a force to continue moving. If an object has no force on it whatsoever, it will continue to move in exactly the way it has before. Satellites continue in circular orbits because there is (pretty much) no friction on them.
To calculate the force required to move the 4300 kg object 5 meters, you need to know the acceleration or the frictional force acting against it. Without that information, an exact force cannot be determined.
Jim will need to exert at least 25 N of force to overcome both gravity and friction and move the object. This is calculated by adding the force of gravity (15 N) and the force of friction (10 N).
Objects need a force to overcome inertia and start moving. This force can come in many forms, such as push, pull, gravity, or friction. Once a force is applied, the object will accelerate and begin to move in the direction of the force.
To move a 1kg object, you need to apply a force equal to its mass multiplied by its acceleration. The force required to move a 1kg object will depend on the acceleration you want to achieve. This relationship is described by Newton's second law of motion, which states that force is equal to mass times acceleration (F=ma).
To make something move, you typically need a force that overcomes the object's inertia. This force can be applied through mechanisms like pushing, pulling, or applying pressure.
The force of gravity makes the ball move downward. To move it upward, you need to supply enough force to compensate for this (to stop the downward motion) plus a little extra (to cause the ball to move upward).
You need a Pokemon with the move Rock Smash.
How much cement sand and stone do you need for 1 cubic meter of concre