Three equal weights of mass 2 kg each are hanging on a string passing over a fixed pulley as shown in the figure. The tension in the string connecting the weights B and C is
(a) zero
(b) 13 N
(c) 3.3 N
(d) 19.6 N
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he Free body diagram of the system is shown.
For block A: T−mg=ma
T−2g=2a
We get T=2a+2g
For block B + C system : mg+mg−T=(m+m)a
2g+2g−T=(2+2)a
⟹4g−T=4a
Or 4g−2a−2g=4a
Or 2g=6a
This gives a=g/3
For block C: mg−T
′
=ma
2g−T
′
=2a
Or 2g−T
′
=
3
2g
Thus we get T
′
=4g/3=
3
4×10
=13N
Got this from another reliable source
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