Homework Help is Here – Start Your Trial Now!
Science
Advanced Physics
ipa = e- V2Th 8 (x – x') Suppose(p | ) = e¯. What is (x | v) =? *. What is (x | p) =? O 2nħ 8 (x – x') 1 - 2Th 8 (x – x')

ipa = e- V2Th 8 (x – x') Suppose(p | ) = e¯. What is (x | v) =? *. What is (x | p) =? O 2nħ 8 (x – x') 1 - 2Th 8 (x – x')

icon
Related questions
Question
Suppose \(\langle p \mid \psi \rangle = e^{-\frac{ipx}{\hbar}}\). What is \(\langle x \mid \psi \rangle = ?\) Options: 1. \( \sqrt{2\pi \hbar} \, \delta(x - x') \) 2. \( 2\pi \hbar \) 3. \( \frac{1}{\sqrt{2\pi \hbar}} \, \delta(x - x') \) 4. \( \delta(x - x') \) Each option proposes a possible expression for the wave function \(\langle x \mid \psi \rangle\) given the initial condition. Here, \(\delta(x - x')\) represents the Dirac delta function, which is used to describe a discrete point in space.
Transcribed Image Text:Suppose \(\langle p \mid \psi \rangle = e^{-\frac{ipx}{\hbar}}\). What is \(\langle x \mid \psi \rangle = ?\) Options: 1. \( \sqrt{2\pi \hbar} \, \delta(x - x') \) 2. \( 2\pi \hbar \) 3. \( \frac{1}{\sqrt{2\pi \hbar}} \, \delta(x - x') \) 4. \( \delta(x - x') \) Each option proposes a possible expression for the wave function \(\langle x \mid \psi \rangle\) given the initial condition. Here, \(\delta(x - x')\) represents the Dirac delta function, which is used to describe a discrete point in space.
Expert Solution
steps

Step by step

Solved in 2 steps with 1 images

SEE SOLUTIONCheck out a sample Q&A here
Blurred answer