The system shown below is initially in equilibrium m A = m B = 3 kg , m C = m D = m E = 2 kg Column-I Column-II (A) Just after the spring 2 is cut the block D (P) Accelerates up (B) Just after the spring 2 is cut the block B (Q) Accelerates down (C) Just after the spring 2 is cut the block A (R) Acceleration is zero (D) Just after the spring 1 is cut the block D (S) Acceleration is 3 g /2 (T) Acceleration is g /2

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The system shown below is initially in equilibrium $m_{A} = m_{B} = 3 kg, m_{C} = m_{D} = m_{E} = 2 kg$

Column-I	Column-II
(A) Just after the spring 2 is cut the block D	(P) Accelerates up
(B) Just after the spring 2 is cut the block B	(Q) Accelerates down
(C) Just after the spring 2 is cut the block A	(R) Acceleration is zero
(D) Just after the spring 1 is cut the block D	(S) Acceleration is $3 g /2$
	(T) Acceleration is $g /2$

Answer:

Solution:

Stream:JEESubject:PhysicsTopic:NLMSubtopic:Simple Application of NLM

⏱ 2mℹ️ Source: QB

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