A block of mass \( m_{1} \) rests on a rough horizontal plane with which its coefficient of fric...
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A block of mass \( m_{1} \) rests on a rough horizontal plane with which its coefficient of friction is \( \mu \). A light string attached to this block passes over a light frictionless pulley and carries another block of mass \( m_{2} \) as shown in figure-2.213. When the system is just about to move, find the value of \( \mu \) in terms of \( m_{1} \) \( m_{2} \) and \( \theta \). Also find the tension in the string.
Figure \( 2.213 \)
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