The ground-state wave function of the harmonic oscillator is B)$\varPsi$ 0 (x)= A 0 e - ax C)$\varPsi$ 0 (x)= A 0 sin(ax) D)$\varPsi$ 0 (x)= A 0 sin(ax 2 )

The Answer of The ground-state wave function of the harmonic oscillator is B)$\varPsi$ 0 (x)= A 0 e - ax C)$\varPsi$ 0 (x)= A 0 sin(ax) D)$\varPsi$ 0 (x)= A 0 sin(ax 2 )

The ground-state wave function of the harmonic oscillator is B)$\varPsi$ 0 (x)= A 0 e - ax C)$\varPsi$ 0 (x)= A 0 sin(ax) D)$\varPsi$ 0 (x)= A 0 sin(ax 2 )

The Answer of The ground-state wave function of the harmonic oscillator is B)$\varPsi$ 0 (x)= A 0 e - ax C)$\varPsi$ 0 (x)= A 0 sin(ax) D)$\varPsi$ 0 (x)= A 0 sin(ax 2 )

Solved

The Ground-State Wave Function of the Harmonic Oscillator Is
A) $\varPsi$

Question 17

Multiple Choice

The ground-state wave function of the harmonic oscillator is

A) $The ground-state wave function of the harmonic oscillator is A) B) \varPsi 0(x) = A0e-ax C) \varPsi 0(x) = A0sin(ax) D) \varPsi 0(x) = A0sin(ax2) E)$
B) $\varPsi$ ₀(x) = A₀e^-^ax
C) $\varPsi$ ₀(x) = A₀sin(ax)
D) $\varPsi$ ₀(x) = A₀sin(ax²)
E) $The ground-state wave function of the harmonic oscillator is A) B) \varPsi 0(x) = A0e-ax C) \varPsi 0(x) = A0sin(ax) D) \varPsi 0(x) = A0sin(ax2) E)$