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Any wave function can be written as a linear combination of _________________

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Any wave function can be written as a linear combination of _________________

(a) Eigen Vectors

(b) Eigen Values

(c) Eigen Functions

(d) Operators

The question was posed to me in an interview.

The origin of the question is Schrodinger Equation (Time Dependent Form) topic in chapter Quantum Physics of Engineering Physics I

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The correct option is (c) Eigen Functions

The explanation: A wave function describes the state of a particle. It does not have a physical significance. Moreover, it can be written as a linear combination of Eigen functions, i.e., Ψ(x) = AF(x) + BG(x).

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