Two masses, one is m1=2.0 kg and another one m2 = 3.0 kg are connected by a thin string running over a massless pulley. The mass m2 is hanging above the ground and pulling another mass over a 57.27 degree ramp with acceleration 0.7 m/s2. calculate mu_k.
m2g - T = m2a
T - m1gsin(57.27)- um1gcos(57.27) = m1a
=> m2g - m1gsin(57.27)- um1gcos(57.27) = (m1+m2)a
=> m2g - m1gsin(57.27) - (m1+m2)a = um1gcos(57.27)
=> u = ( m2g - m1gsin(57.27) - (m1+m2)a )/ (m1gcos(57.27))
=> u = (3*9.8 - 2*9.8*0.841 - (2+3)*0.7 ) /( 2*9.8*0.540) = 0.88
Two masses, one is m1=2.0 kg and another one m2 = 3.0 kg are connected by...
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4. Two unequal masses m1 = 10 kg and m2= 30
kg initially at rest are connected by an ideal string
that passes over a pulley whose mass and friction are negligible as
shown in the figure below. Determine:
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b) The tension on the connecting string.
c) The speed of m2 after it has descended 2.0 m.
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