Two masses m1=5 kg and m2=9 kg are connected by a string which passes over

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Two masses, m1 (5 kg) and m2 (9 kg), are connected by a string over a frictionless pulley, with m1 experiencing kinetic friction of 0.1 on the table. To find the acceleration of both blocks and the tension in the string, one must consider the forces acting on the system, including gravitational and frictional forces. The total force affecting the system is derived by subtracting the friction force from the gravitational force acting on m2. The net force is then set equal to the total mass of the system multiplied by the acceleration to solve for the unknowns. A detailed calculation approach is necessary to arrive at the correct answers.
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Homework Statement



two masses m1=5 kg and m2=9 kg are connected by a string which passes over a massless frictionless pulley. the masses are moving with an acceleration a as shown. the coefficient of kinetic friction between m1 and surface of the table is 0.1 calculate the acceleration of block 1, the acceleration of block 2 and the tension in the string.

http://t0.gstatic.com/images?q=tbn:...phsGvO7lUMigQiON8sOud2-zoII78Enu2kNXFs1XNGIdg

Homework Equations





The Attempt at a Solution

 
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You don't show any attempt at a solution, are you completely lost?

What is your first intuition? What forces are at work here? What is the main principal that we should use regarding forces?
 
You don't show any attempt at a solution, are you completely lost?

What is your first intuition? What forces are at work here? What is the main principal that we should use regarding forces?
 
i answered the first box like that but I am not sure
a= (Fa - Fr)/m
a= 49-4.9/(5) = 8.82
because it is in the X axis so no angle.

in the second part i don't know what i should do
 
Almost the right way to find the acceleration but you are calculating the forces incorrectly.

Ok, here is what you have to do, consider all the forces at play here, there is the gravity force pulling on both the masses but only one of the gravity forces causes the masses to move, the gravity force on mass 1 is the same as the normal force on mass 1 which leads to a friction force that deters the acceleration. So you need to find the total force on the system (by subtracting the friction force from the gravitation force that is causing the movement) and that will be equal the total mass (not only the 5kg) times the acceleration that you are searching for.
 
Almost the right way to find the acceleration but you are calculating the forces incorrectly.

Ok, here is what you have to do, consider all the forces at play here, there is the gravity force pulling on both the masses but only one of the gravity forces causes the masses to move, the gravity force on mass 1 is the same as the normal force on mass 1 which leads to a friction force that deters the acceleration. So you need to find the total force on the system (by subtracting the friction force from the gravitation force that is causing the movement) and that will be equal the total mass (not only the 5kg) times the acceleration that you are searching for.
 
Could u please tell me the final answer ?
 
Unfortunately for you that's not how we do things around here.
 
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