Schordinger Wave Equation and Infinite and Finite potential well

1. Explain the difference between an infinite potential well and a finite potential well.
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2. For an electron in an infinite potential well of width LL, calculate the energy of the second excited state (n=3n=3).
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3. What does the square of the wave function (|ψ|^2) represent in the context of quantum mechanics?
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4. Given the wave function ψ(x)=2/Lsin(nπxL)\psi(x) = \sqrt{2/L} \sin\left(\frac{n\pi x}{L}\right) for a particle in an infinite potential well, what is the probability of finding the particle in the first quarter of the well (0 to L/4L/4) for the ground state (n=1n=1)?
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5. Which of these cannot be best explained using SWE ?
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