- #1
jocdrummer
- 1
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This is actually part of a homework question for my Quantum Mechanics course but it is purely a math question.
1 = A2[tex]\int[/tex]e-2(x/a)2sin2(kx)
Note: for some reason the integral is showing up as a psi.
where A, a, and k are constants and the integral is from -inf to inf (or 0 to inf with a constant 2 multiplying because the integrand is symmetric)
What I am trying to do is solve for A. For the integral, there aren't any common forms that it matches up with that I am aware of. I've tried IBP but it seems to just get more and more complicated as it goes along. Any suggestions would be awesome.
1 = A2[tex]\int[/tex]e-2(x/a)2sin2(kx)
Note: for some reason the integral is showing up as a psi.
where A, a, and k are constants and the integral is from -inf to inf (or 0 to inf with a constant 2 multiplying because the integrand is symmetric)
What I am trying to do is solve for A. For the integral, there aren't any common forms that it matches up with that I am aware of. I've tried IBP but it seems to just get more and more complicated as it goes along. Any suggestions would be awesome.