Question

In the arrangement shown in figure find the tensions in the rope and accelerations of the masses $m_1$ and $m_2$ and pulleys $P_1$ and $P_2$ when the system is set free to move. Assume the pulleys to be massless and strings are light and inextensible.

p) T (i) m₁g

q) a₁ (ii) m₂g

r) a₂ (iii) (m₁ - m₂)g

s) ap₁ (iv) g downward

t) ap₂ (v) g upward

(vi) 3g downward

• A. p -(ii); q-(vi); r- (iv); s-(v); t-(iv)
• B. p -(i); q-(vi); r- (v); s-(vi); t-(iv)
• C. p -(i); q-(iv); r- (iv); s-(vi); t-(iv)
• D. p -(ii); q-(v); r- (v); s-(iv); t-(vi)

Answer 1

The correct option is C p -(i); q-(iv); r- (iv); s-(vi); t-(iv)

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