Correct option is AThe London penetration depth (λL) is given by:λL=(mc24πne2)1/2Where:m is the mass of the electron,c is the speed of light,n is the electron density in the superconductor,e is the charge of the electron.\text{The London penetration depth } (\lambda_L) \text{ is given by:}\lambda_L = \left( \dfrac{m c^2}{4 \pi n e^2} \right)^{1/2}\\\text{Where:}\\\begin{aligned}m &\text{ is the mass of the electron,} \\c &\text{ is the speed of light,} \\n &\text{ is the electron density in the superconductor,} \\e &\text{ is the charge of the electron.}\end{aligned}The London penetration depth (λL) is given by:λL=(4πne2mc2)1/2Where:mcne is the mass of the electron, is the speed of light, is the electron density in the superconductor, is the charge of the electron.