If force increases by 5 times, then work will also increase by 5 times, assuming the displacement remains constant. This is because work is directly proportional to the force applied.
If force increases and distance remains the same, the amount of work done would increase. This is because work done is directly proportional to the force applied. The formula for work is Work = Force x Distance, so as force increases, work done would also increase.
If a machine increases the size of the force applied, the distance moved by the object will also increase, provided that the work done remains constant. This is in line with the work-energy principle, which states that work done is equal to the force applied multiplied by the distance traveled in the direction of the force.
Work is directly proportional to both force and distance. As force increases, the work done will also increase. Likewise, if the distance over which the force is applied increases, the work done will also increase proportionally.
When distance is kept constant but the force changes, the work done will depend on the magnitude and direction of the force applied. If the force increases, more work is done, and if the force decreases, less work is done. The relationship between force and work done is directly proportional when distance is constant.
A machine can increase the input force as many times as there are mechanical components that can amplify or leverage the force, such as gears, pulleys, levers, or hydraulic systems. Each component contributes to increasing the input force to achieve the desired output.
If force increases and distance remains the same, the amount of work done would increase. This is because work done is directly proportional to the force applied. The formula for work is Work = Force x Distance, so as force increases, work done would also increase.
If a machine increases the size of the force applied, the distance moved by the object will also increase, provided that the work done remains constant. This is in line with the work-energy principle, which states that work done is equal to the force applied multiplied by the distance traveled in the direction of the force.
Work is directly proportional to both force and distance. As force increases, the work done will also increase. Likewise, if the distance over which the force is applied increases, the work done will also increase proportionally.
When distance is kept constant but the force changes, the work done will depend on the magnitude and direction of the force applied. If the force increases, more work is done, and if the force decreases, less work is done. The relationship between force and work done is directly proportional when distance is constant.
friction increases the amount of force necessary to do work
A machine can increase the input force as many times as there are mechanical components that can amplify or leverage the force, such as gears, pulleys, levers, or hydraulic systems. Each component contributes to increasing the input force to achieve the desired output.
Force times Distance equals Work
False. Work is directly proportional to the distance applied. The amount of work done increases as the distance over which the force is applied increases.
the work output
Work is energy, and work done by a force equals force times distance moved IN THE DIRECTION OF THE FORCE
Force times distance equals work.
Absolutely. four of the most basic machines do exactly that. A lever increases the force you exert by how close the fulcrum is to the object being move, and how far the applied force is away from the fulcrum. A screw transfers rotational force (torque) to a lifting force, and increases that force based on the pitch of the threads. A wedge increases lifting force based upon the pitch of the wedge from horizontal. A pulley, when using more than one, will increase the applied force, on an order of magnitude equal to the number of pulleys used. **Note: the total work applied equals the total work transmitted less friction. The force applied times the acceleration equals the work, the machines reduce the acceleration to increase the force transmitted.