Answer
$1.3\times10^{-2} Ω$
Work Step by Step
Length of the wire l= 0.60 m
Diameter d= 0.10 cm
Radius r= d/2 = 0.05 cm= $0.05\times10^{-2}m$
Area of cross section A=$\pi r^{2}=\pi(0.05\times10^{-2}m)^{2}$
Resistivity of copper $\rho= 1.70\times10^{-8}Ωm$
We know that resistance $R= \frac{\rho l}{A}$.
Substituting the values in this equation, we get
$R= \frac{1.70\times10^{-8}Ωm\times0.60m}{\pi(0.05\times10^{-2}m)^{2}}=1.3\times10^{-2} Ω$