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Properties of acceptable wavefunctions For ψ (x) to be physically meaningful, it must be well - behaved , i.e. ψ (x) must be singled - valued and finite , and ψ (x) and its first derivative ψ’ (x) must be continuous . Explain why these (underlined) conditions need to be fulfilled.

Properties of acceptable wavefunctions For ψ (x) to be physically meaningful, it must be well - behaved , i.e. ψ (x) must be singled - valued and finite , and ψ (x) and its first derivative ψ’ (x) must be continuous . Explain why these (underlined) conditions need to be fulfilled.

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Properties of acceptable wavefunctions For ψ (x) to be physically meaningful, it must be well - behaved , i.e. ψ (x) must be singled - valued and finite , and ψ (x) and its first derivative ψ’ (x) must be continuous . Explain why these (underlined) conditions need to be fulfilled.
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