Work and Kinetic Energy of a sled

In summary, a sled of mass m is being pulled by a constant, horizontal force of magnitude F along a rough, horizontal surface. The sled is speeding up and there are four major forces acting on it: gravity, kinetic (friction force), normal force, and the horizontal force. There is no tension force acting on the sled itself.
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First, let us consider a sled of mass m being pulled by a constant, horizontal force of magnitude F along a rough, horizontal surface. The sled is speeding up.

how many major forces are acting on the sled? would it be 4 forces? gravity, normal, tension and kinetic?
 
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Yes,there are 4 forces acting on the sled.That 'kinetic' hopefully stands for 'kinetic friction force'...What tension...?There's the force that pulls the sled,F,there's no tension.

Daniel.
 
  • #3
Gravity - yes. Kinetic (friction force) - yes. No tension.. well none that's really on the sled. Normal force - yes. And finally, the horizontal force. You get a nice diagram of 4 forces all on every side of the sled.
 
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What is the definition of work?

Work is the transfer of energy that occurs when a force is applied to an object and causes it to move a certain distance.

How is work related to the kinetic energy of a sled?

The work done on a sled is directly related to its change in kinetic energy. When a force is applied to the sled, it gains kinetic energy and the work done on the sled is equal to the change in its kinetic energy.

What factors affect the work and kinetic energy of a sled?

The work done on a sled and its kinetic energy are affected by the force applied to the sled, the distance the sled moves, and the mass of the sled. The direction of the force also plays a role in determining the work done and the change in kinetic energy.

How can you calculate the work done on a sled?

The work done on a sled can be calculated by multiplying the force applied to the sled by the distance the sled moves in the direction of the force. This can be represented by the equation W = Fd, where W is work, F is force, and d is distance.

Is work a scalar or vector quantity?

Work is a scalar quantity, meaning it only has magnitude and no direction. This is because it is the product of two scalar quantities (force and distance) and does not depend on direction for its calculation.

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