In the arrangement shown in the figure pulleys A and B are massless and the thread is inextensible. Mass of pulley C is equal to m. If friction in all the pulleys is negligible, then
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a
tension in thread is equal to (1/2) mg
b
acceleration of pulley C is equal to g/2 (downward)
c
acceleration of pulley A is equal to g (upward)
d
acceleration of pulley A is equal to 2g (upward)
answer is D.
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Detailed Solution
FBD of Cmg−2T=mc ……(i)If we assume acceleration of A to be 'a'upwards; by constraint equation we get:−a−a+c+a+c=0⇒a=2cand for block A:2T=mA⋅a but as mA=0⇒T=0 so we get c=g and a=2g↑