Consider a wave function \(\Psi = A e^{- \lambda |x|+ikt}\) for a particle. To ensure proper normalization of the wave function, Given that the particle's wave function is normalized over the interval \([-\infty, ∞]\), determine the value of A in terms of the parameter λ.
1
\(A =\lambda/2\)
2
\(A =\lambda\)
3
\(A = \sqrt{\lambda/2}\)
4
\(A = \sqrt{\lambda}\)