Work and net work question - Thanks

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The discussion revolves around a physics problem involving a ball experiencing air resistance and gravity. The total mechanical energy of the ball decreases by 15J, while its gravitational potential energy decreases by 25J. Participants seek to determine the net work done on the ball by all forces, the work done by air resistance, and the work done by gravity. Clarifications are requested regarding the formulas needed to solve the problem, the units of work, and the definition of mechanical energy. Understanding these concepts is essential for accurately solving the problem.
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Homework Statement



Here is the question:

"A ball moves through the air, and experiences a force of air resistance, in addition to the force of gravity. While it moves, its total mechanical energy decreases by 15J, and its gravitational potential evergy decreases by 25J"

A: What is the net work done on this ball by all the forces acting on it?

B: What is the work done on the ball by the force of air resistance.

C: What is the work done on the ball by the force of Gravity?


Homework Equations





The Attempt at a Solution



I'm not sure which formulas to use here... Can anyone help me out?
 
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nukeman said:

Homework Statement



Here is the question:

"A ball moves through the air, and experiences a force of air resistance, in addition to the force of gravity. While it moves, its total mechanical energy decreases by 15J, and its gravitational potential evergy decreases by 25J"

A: What is the net work done on this ball by all the forces acting on it?

B: What is the work done on the ball by the force of air resistance.

C: What is the work done on the ball by the force of Gravity?


Homework Equations





The Attempt at a Solution



I'm not sure which formulas to use here... Can anyone help me out?

What are the units of work? If a mass' vertical position is changed, what happens to its gravitational potential energy? What is the equation for gravitational PE in terms of the mass and the change in height?

What is the question referring to when it uses the term "mechanical energy"? What is the more common/scientific term for this?
 
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