When two masses are connected by a string(which we assume to be weightless and does not stretch),
they both have same acceleration of the same magnitude. Two unequal masses are attached by a
lightweight string that passes over a pulley of negligible mass as shown in Fig. The block of mass m,
lies on a frictionless incline of angle .
a)The acceleration of the two masses is
b) the tension in the string
c)if m1= 10.0kg , m2=5.00kg and ¢= 45° then acceleration is
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Two unequal masses (M 1 and M 2 ) are connected by a string which passes over a frictional pulley. If M 1 , M 2 and the table are frictionless, the acceleration ...
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Let tension developed in the string be T .Equations of motion are as follows - T = M2a M1g - T = M1a which gives, a = g M1M1+M2
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