How to Calculate Masses and Acceleration in an Atwood Machine Problem

AI Thread Summary
To solve the Atwood machine problem, the first step is to calculate the required acceleration using the kinematic equation S = (1/2)at², which gives an acceleration of 2 m/s² for a displacement of 0.1 m in one second. Next, applying Newton's second law (F = ma) for both masses allows for the establishment of equations of motion, factoring in the tension in the string. By eliminating the tension, the relationship between the two masses can be derived. The other mass can be determined by solving the resulting equations, ensuring the system's dynamics are accurately represented. This approach effectively demonstrates the principles of motion in an Atwood machine scenario.
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Atwood Machine Problem please help :)

If one of the masses of an Atwood machine is 1.9 kg, what must be the other mass if the displacement of either mass is to be 0.1 m in the first second after release?
 
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Assuming mass-less strings,etc,

Calculate the required acceleration to travel 0.1m in 1 sec from the Kinematic equation S=(1/2)at2 (here t=1 sec).

Now assuming tension in the string to be T,
Write equations of motion(F=ma) for both masses,and eliminate the tension to obtain your result
 
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