Two masses of mass m1 and m2 are connected with a string of negligible mass, which passes over a friction less pulley, when the masses are released find the tension in string and acceleration of the mass.
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Explanation:
Since, the masses are moving with constant velocity, there is no acceleration and hence no external force is acting on them.
Force balance:
For mass m
1
:
T
1
=m
1
g −−−−(i)
Formassm
3
T
2
=μm
3
g
T
2
=0.25×4×10
T
2
=10N
Formassm
2
:
T
1
=m
2
μgsinθ+m
2
gcosθ+T
2
T
1
=4×0.25×10×
5
3
+4×10×
5
4
+T
2
T
1
=6+32+10
T
1
=48N
Puttingin eqn(i)
48=m
1
×10
m
1
=4.8kg
Therefore,
The mass m
1
=4.8 kg and the tension in the horizontal spring T
2
=10N
I think this is u r answer
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