A steel piano wire 0.721 m long has a cross-sectional area of 0.00633 cm2. When under a tension of 169 N, how much does it stretch? Young's Modulus for the wire is 2 x 1011 N/m2. Answer in units of mm.

Respuesta :

For a steel piano wire, 0.721 m long has a cross-sectional area of 0.00633 cm2.  is mathematically given as

de=9.624723*10^{-4}m

What is the length of the wire stretch ?

Generally, the equation for the Hooks law  is mathematically given as

F/A=Yde/e

Therefore

dl=fe/Ay

de=\frac{169*0.721}{0.00633*10^{-4}*2 x 10^{11} }

de=9.624723*10^{-4}

In conclusion, the wire stretch

de=9.624723*10^{-4}m

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