an atwood's machine (see the figure below) consists of two masses: one of mass 4.43 kg and the other of mass 10.9 kg. when released from rest, what is the acceleration of the system? (enter the magnitude in m/s2.)

Respuesta :

acceleration of system we got 4.15m[tex]s^{2}[/tex]

We are well aware that two bodies with different masses are hung from the pulley in Atwood's novel.

The following provides the atwood's acceleration:

a=((m2-m1)/(m2+m1))

g, where g is the acceleration caused by gravity and m2 and m1 are the masses of the heavier and lighter bodies, respectively.

In response to the question, m2=10.9, m1=4.43, and g=9.8

in above formula, we got

a=[(10.9-4.43)/(10.9+4.43)]×9.8

=>a=[(6.47)/(15.33)]×9.8

=>a=4.15m.

Consequently, an atwood machine is created with two masses: one weighing 4.43 kg and the other 10.9 kg. The system accelerates at a rate of 4.15 m/s when it is freed from rest..

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