Which one of the functions given below represents the bound state eigen function of the operator $$ - \frac{{{d^2}}}{{d{x^2}}}$$  in the region, 0 ≤ x

Which one of the functions given below represents the bound state eigen function of the operator $$ - \frac{{{d^2}}}{{d{x^2}}}$$  in the region, 0 ≤ x Correct Answer A<sub>0</sub>e<sup>-2x</sup>

Related Questions

Consider the system of equations A(n × n) X(n × 1) = λ(n × 1) where, λ is a scalar. Let (λi, xi) be an eigen-pair of an eigen value and its corresponding eigen vector for real matrix A. Let $$I$$ be a(n × n) unit matrix. Which one of the following statement is NOT correct?