A free electron is propagating with a time-dependent wave function of the form, 4 + i√³3 $1 (2) exp -i(2[eV]))t V(x, t) = 6 ħ 1 in -i(4[eV])t` + 2/7 exp[²7] 2₂ (2) exp[=i(4 CV)t] 2i 2 ħ -i(6[eV])t + Z3 (x) exp ħ What is the expectation value of the particle's energy? a. 5.64[eV] b. 3.39[eV] C. 3.83[eV] d. 20.3 [eV]
A free electron is propagating with a time-dependent wave function of the form, 4 + i√³3 $1 (2) exp -i(2[eV]))t V(x, t) = 6 ħ 1 in -i(4[eV])t` + 2/7 exp[²7] 2₂ (2) exp[=i(4 CV)t] 2i 2 ħ -i(6[eV])t + Z3 (x) exp ħ What is the expectation value of the particle's energy? a. 5.64[eV] b. 3.39[eV] C. 3.83[eV] d. 20.3 [eV]
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![A free electron is propagating
with a time-dependent wave function of the form,
4+i√3
V(x, t)
-₁ (x) exp
—i(2[eV]))t¯
ħ
6
1
in
+
-= = exp [17] 1/₂ (2) exp[-i (4[V])e]
2i
2
ħ
-i(6[eV])t
+ Z3(x) exp
ħ
What is the expectation value of the particle's energy?
a.
5.64[eV]
b.
3.39[eV]
C.
3.83[eV]
d. 20.3 [eV]
=](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F001aee81-d690-4485-b5fb-576d05da22aa%2Fce7462ab-4cfa-40dd-a708-0d7eb9a957b9%2F0qmyj1h_processed.png&w=3840&q=75)
Transcribed Image Text:A free electron is propagating
with a time-dependent wave function of the form,
4+i√3
V(x, t)
-₁ (x) exp
—i(2[eV]))t¯
ħ
6
1
in
+
-= = exp [17] 1/₂ (2) exp[-i (4[V])e]
2i
2
ħ
-i(6[eV])t
+ Z3(x) exp
ħ
What is the expectation value of the particle's energy?
a.
5.64[eV]
b.
3.39[eV]
C.
3.83[eV]
d. 20.3 [eV]
=
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