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Answer:
Answer:
The Torque acting is 3/4 N-m
Explanation:
From the definition of torque we know that, Torque is defined as rate of change of angular momentum.
So, the relation between them is,
\longrightarrow\sf \tau =\dfrac{\Delta L}{\Delta T}⟶τ=
ΔT
ΔL
Solving,
\begin{gathered}\longrightarrow\sf \tau=\dfrac{L_{f} - L_{i}}{T_{f}-T_{i}}\\\\\\\\\longrightarrow\sf \tau = \dfrac{8-5}{4-0}\\\\\\\\\longrightarrow\sf \tau = \dfrac{3}{4}\;Nm\end{gathered}
⟶τ=
T
f
−T
i
L
f
−L
i
⟶τ=
4−0
8−5
⟶τ=
4
3
Nm
\begin{gathered}\\\end{gathered}
∴ The Torque acting on the body is 3/4 N-m.
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