Consider the situation shown in figure (14-E3). The force F is equal to the m2 g/2, If the area of cross section of the string is A and its Young Modulus Y, find the strain developed in it. The string is light and there is no friction anywhere.

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Given, the force, ![]()

The free body diagram is as follows:
Here, it’s the tension in the string which is responsible for stress. Let the tension be denoting as T.
For mass
we have,
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—————(1)
And for mass ![]()
—————(2)
————(3)
Using (1) and (3) we get,
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We know, stress, ![]()
Young’s modulus then becomes, ![]()
therefore, strain is ![]()
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