Answer:
For steel -wire; total force on steel wire;
[=1cdot 074times
{{10}^{-2}}m=1cdot text{074 cm}]
Or [6cdot 9times
{{10}^{7}}Pa]
For
brass wire, [{{10}^{-3}}]
Or [=6cdot 9times
{{10}^{7}}Pa;]
As, [=6cdot 9text{
}!!times!!text{ 1}{{text{0}}^{text{7}}}text{ }!!times!!text{
}left( text{22/7} right)text{ }!!times!!text{ }{{left( text{3
}!!times!!text{ 1}{{text{0}}^{text{-3}}} right)}^{text{2}}}]
Or [therefore ]=
[=4left[
6cdot 9text{ }!!times!!text{ 1}{{text{0}}^{text{7}}}text{
}!!times!!text{ }frac{text{22}}{text{7}}text{ }!!times!!text{ 9
}!!times!!text{ 1}{{text{0}}^{text{-6}}} right]=7cdot 8times
text{1}{{text{0}}^{text{3}}}text{N}]
[1cdot
1times {{10}^{8}}Pa.]
And [0cdot 32{{m}^{3}}]
[=11cdot 6times
{{10}^{11}}N{{m}^{-2}}]
[p=1cdot 1times
{{10}^{8}}pa;]
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