Problem 2.7b | Introduction to Quantum Mechanics (Griffiths)

Описание к видео Problem 2.7b | Introduction to Quantum Mechanics (Griffiths)

Using Fourier's trick to find the constants for our wave function. This problem quickly descends into an integration by parts problem, as is the case for many other problems in this chapter.

(I'm using the 2nd Edition textbook. I don't have the 3rd Edition textbook but the 2nd Edition is widely available online, so I assume more people would be using it. If you're using the 3rd Edition, the problem numbering might not match sometimes. Credits go entirely to Griffiths for writing this excellent textbook.)

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