Consider the function $\psi(x)=A x^{2}+B$, where $A$ and $B$ are constants. Is this function a possible quantum wave function under the right circumstances?
A) Yes.
B) Yes, but only for certain values of $A$ and $B$.
C) Yes, but only if $A$ and $B$ are complex.
D) Yes, if $B$ is zero.
E) No.

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The Answer of Consider the function $\psi(x)=A x^{2}+B$, where $A$ and $B$ are constants. Is this function a possible quantum wave function under the right circumstances?
A) Yes.
B) Yes, but only for certain values of $A$ and $B$.
C) Yes, but only if $A$ and $B$ are complex.
D) Yes, if $B$ is zero.
E) No.

Consider the Function ψ(x)=Ax2+B\psi(x)=A x^{2}+Bψ(x)=Ax2+B , Where AAA And BBB Are Constants AAA And BBB

Consider the Function $\psi(x)=A x^{2}+B$ , Where $A$ And $B$ Are Constants $A$ And $B$