Help, this is a pulley question

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In an Atwood's Machine with masses of 1.8 kg and 1.2 kg, the acceleration can be calculated using the formula F_net = ma, where the net force is determined by the difference in weights of the two masses. The acceleration of the system, ignoring friction, is approximately 1.96 m/s². To find the tension in the string, the equation T = 1.2g + 1.2a is used, where g is the acceleration due to gravity. It's important to consider both masses to accurately determine the acceleration and tension. Understanding these relationships is crucial for solving pulley problems effectively.
ashvinthecha
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Homework Statement


In an Atwood's Machine, the larger mass is 1.8kg and the smaller mass is 1.2.
(A)Ignoring friction what is the acceleration of the masses?
(B)What is the tension of the string.

- I know you have to find the acceleration to get the tension but i don't know how to find the acceleration.
I think you replace net force with T-(the mass) ut i am also unsure of why you do that.
 
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Homework Statement



In an Atwood's Machine, the larger mass is 1.8kg and the smaller mass is 1.2.
(A)Ignoring friction what is the acceleration of the masses?
(B)What is the tension of the string.


Homework Equations



Fnet=ma

The Attempt at a Solution



T-1.2g = 1.2a
T = 1.2g + 1.2a
 


which mass is the hanging mass?
 


do you have the answer?
 
sorry...wrong question
 
1.96 m/s^2 is a i think.
 
don't forget to include the 1.8kg mass to get the acceleration
 

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