Question

# For the infinite square-well potential, find the probability that a particle in its fourth excited state...

For the infinite square-well potential, find the probability that a particle in its fourth excited state is in each third of the one-dimensional box:

a)  (0 ≤ xL/3)

b) (L/3 ≤ x ≤ 2L/3)

c) (2L/3 ≤ xL)

The wave function of the particle in fourth excited state (n = 5) is

The probability density is square of wave function

The integration of the of the probability density gives

a) Therefore probability for the particle to be from x = 0 to x = L/3 is

b) probability for the particle to be from x = L/3 to x = 2L/3 is

c) probability for the particle to be from x = 2L/3 to x = L is

#### Earn Coins

Coins can be redeemed for fabulous gifts.

##### Need Online Homework Help?

Most questions answered within 1 hours.

##### Active Questions
• Write about westernized elements in life; westernization in our life, and this includes Americanization.
• The college Physical Education Department offered an Advanced First Aid course last summer. The scores on...
• Researchers hypothesized that increasing a woman's level of arousal would increase her perceptions of attractiveness of...
• Equation 37-14b in the textbook gives the energy emitted by Hydrogen when electrons transition between states...
• Theory of Computation Please provide explanation too on how it works a. Give an NFA recognizing...
• Question 1 A sequential pattern detection circuit (state machine) has input A and output Y, which...