A box of mass m, =9 kg on a rough inclined plane of angle a = 50° is connected with a string of negligible || mass over a pulley in shape of a disk with a moment of 1 inertia /= m. m pulley R? to a bucket of mass 2 m, = 1.3 kg. The coefficient of kinetic friction between the block and the surface of the incline is u=0.12. The mass m, is sliding downward as shown in the figure with m a magnitude of the acceleration of a = 1.2 s2 m, m2 a. 1. Calculate the tension in the string T, = N 2. Calculate the tension in the string T,= || N

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Chapter1: Units, Trigonometry. And Vectors
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A box of mass m, =9 kg on a rough inclined plane of
angle a = 50° is connected with a string of negligible
mass over a pulley in shape of a disk with a moment of
1
inertia /=
R2 to a bucket of mass
2"pulley
m, = 1.3 kg. The coefficient of kinetic friction between
the block and the surface of the incline is u= 0.12. The
mass m, is sliding downward as shown in the figure with
m
a magnitude of the acceleration of a = 1.2
s2
m,
m2
a.
1. Calculate the tension in the string T, =
N
2. Calculate the tension in the string T,=
N
3. Calculate the mass of the pulley m,
"pulley
kg.
Transcribed Image Text:A box of mass m, =9 kg on a rough inclined plane of angle a = 50° is connected with a string of negligible mass over a pulley in shape of a disk with a moment of 1 inertia /= R2 to a bucket of mass 2"pulley m, = 1.3 kg. The coefficient of kinetic friction between the block and the surface of the incline is u= 0.12. The mass m, is sliding downward as shown in the figure with m a magnitude of the acceleration of a = 1.2 s2 m, m2 a. 1. Calculate the tension in the string T, = N 2. Calculate the tension in the string T,= N 3. Calculate the mass of the pulley m, "pulley kg.
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