One end of a nylon of length 4.5 m and diameter 6 mm is fixed to a tree-limb. A monkey weighing 100 N jumps very slowly to catch the rope and stays there. Find the change in the diameter of the rope. Young’s modulus of nylon =4.8×1011 Nm−2 and Poisson’s ratio of nylon =0.2.

One end of a nylon of length 4.5 m and diameter 6 mm is fixed to a tre

1.	One end of a nylon of length 4.5 m and diameter 6 mm is fixed to a tree-limb. A monkey weighing 100 N jumps very slowly to catch the rope and stays there. Find the change in the diameter of the rope. Young’s modulus of nylon =4.8×1011 Nm−2 and Poisson’s ratio of nylon =0.2.
Answer» One end of a nylon of length $4.5 m$ and diameter $6 m m$ is fixed to a tree-limb. A monkey weighing $100 N$ jumps very slowly to catch the rope and stays there. Find the change in the diameter of the rope. Young’s modulus of nylon $= 4.8 \times 10^{11} N m^{- 2}$ and Poisson’s ratio of nylon $= 0.2$ .

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One end of a nylon of length 4.5 m and diameter 6 mm is fixed to a tree-limb. A monkey weighing 100 N jumps very slowly to catch the rope and stays there. Find the change in the diameter of the rope. Young’s modulus of nylon =4.8×1011 Nm−2 and Poisson’s ratio of nylon =0.2.

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