An electron is bound in an infinite square-well potential (a box)on the x-axis.The width of the well is L and the well extends from x = 0.00 nm to In its present state,the normalized wave function of the electron is given by: ψ(x)= sin (2πx/L).What is the energy of the electron in this state?(h = 6.626 × 10^-34 J • s,m_el = 9.11 × 10^-31 kg, A) 0.10 eV B) 0.052 eV C) 0.13 eV D) 0.078 eV E) 0.026 eV

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The Answer of An electron is bound in an infinite square-well potential (a box)on the x-axis.The width of the well is L and the well extends from x = 0.00 nm to In its present state,the normalized wave function of the electron is given by: ψ(x)= sin (2πx/L).What is the energy of the electron in this state?(h = 6.626 × 10^-34 J • s,m_el = 9.11 × 10^-31 kg, A) 0.10 eV B) 0.052 eV C) 0.13 eV D) 0.078 eV E) 0.026 eV

An Electron Is Bound in an Infinite Square-Well Potential (A