7. * (Optional) Verify that the Gaussian wave packet 1 71¹/4 √/1+ (iht/m) exp[-2[1 + (iħt/m)]] satisfies the free Schrödinger equation and is normalized for all times t. V(x, t) =
7. * (Optional) Verify that the Gaussian wave packet 1 71¹/4 √/1+ (iht/m) exp[-2[1 + (iħt/m)]] satisfies the free Schrödinger equation and is normalized for all times t. V(x, t) =
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![7. * (Optional) Verify that the Gaussian wave packet
1
q1¹/4 √/1+ (iht/m) exp[-2[1 + (iħt/m)]]
satisfies the free Schrödinger equation and is normalized for all times t.
V(x, t)
=](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb0cd7f5a-9979-4d01-8c45-a345744ec6fb%2F32316233-a570-4d82-a3ad-8612966de17a%2Fg31grn_processed.jpeg&w=3840&q=75)
Transcribed Image Text:7. * (Optional) Verify that the Gaussian wave packet
1
q1¹/4 √/1+ (iht/m) exp[-2[1 + (iħt/m)]]
satisfies the free Schrödinger equation and is normalized for all times t.
V(x, t)
=
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