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The whole system is accelerating downward from right with acceleration 'a'.
All force and tension are acting as shown in fig. or we can draw tree body diagram.
FBD
Now, applying law of motion
F
net
=mass×acceleration
For FBD is
T
1
−40=4a ...(i)
For FBD (ii)
T=T
1
+T
1
=2T
1
...(ii)
For FBD (iii)
30+T
2
−T
1
=3a ...(iii)
For FBD (iv)
30−T
2
=3a ....(iv)
Now,
Adding eqn. (i), (iii) and (iv)
we get
(T
1
−40)+(30+T
2
−T
1
)+(30−T
2
)=4a+3a+3a
⇒20=10a
⇒a=2ms
−2
From eq. (iv)
30−T
2
=3a
⇒30−T
2
=6
T
2
=30−6=24N
From eqn. (i)
T
1
−40=4a
⇒T
1
=4×2+40=48N
From eqn. (ii)
T
1
−40=4a
⇒T=2T
1
⇒T=2×48
=96N
Hence, a=2m
−2
,T=96N,T
2
=24N,T
1
=42N
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