What is the Force Exerted by a Pebble on a Block in an Ideal Atwood's Machine?

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In summary, the problem involves finding the force exerted by a pebble of mass m on a block of mass m2 in an ideal Atwood's machine. The only force that the pebble can exert on the block is dependent on its mass m and the force of gravity.
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Homework Statement


A pebble of mass m rests on the block of mass of m2 the ideal Atwood's machine in the figure below. Find the force exerted by the pebble on the block of mass m2. (Use the following variables as necessary: m for m, m_1 for m1, m_2 for m2, and g for gravity.)


Homework Equations





The Attempt at a Solution


i dont' know where to begin- -help!
 
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since you are just dealing with the pebble and the block which it rests on it .. it should be obvious that the pebble can only exert one force on that block since it has a certain mass m .. can you guess what should it be?
 

Related to What is the Force Exerted by a Pebble on a Block in an Ideal Atwood's Machine?

1. What is a pulley and how does it work?

A pulley is a simple machine that consists of a wheel with a groove and a rope or cable wrapped around it. It works by redirecting the direction of a force, allowing you to lift or move objects more easily. The pulley allows you to pull down on one end of the rope while the object is lifted up on the other end.

2. What are the different types of pulleys?

There are three main types of pulleys: fixed, movable, and compound. Fixed pulleys have a wheel that is attached to a support, and the rope or cable is attached to the object being lifted. Movable pulleys have a wheel that is attached to the object being lifted, and the rope or cable is attached to a support. Compound pulleys combine both fixed and movable pulleys to create a mechanical advantage.

3. How do you calculate the mechanical advantage of a pulley system?

The mechanical advantage of a pulley system is equal to the number of ropes supporting the object being lifted. For example, if a pulley system uses three ropes to lift an object, the mechanical advantage is 3. This means that the force needed to lift the object is divided by 3, making it easier to lift.

4. What is the equation for calculating the work done by a pulley?

The equation for calculating the work done by a pulley is: Work = Force x Distance. This means that the work done by a pulley is equal to the force applied multiplied by the distance the object is moved. For example, if you use a pulley to lift a 50 kg object 2 meters, the work done by the pulley is 100 joules (50 kg x 2 m).

5. How is the efficiency of a pulley system calculated?

The efficiency of a pulley system is calculated by dividing the work output by the work input and multiplying by 100%. This gives you a percentage that represents how much of the input energy is converted into useful work. For example, if a pulley system converts 80% of the input energy into work, the efficiency is 80%. The equation is: Efficiency = (Work Output / Work Input) x 100%.

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