Yoo, I'm having trouble finding the complex conjugate for the following question : "Find the inner product of the functions sin(x) and cos(x) on the interval 0=<x=<1".
This question was retired from the free pdf "Quantum mechanics for engineers" in section 1.3.
How do I even approach the sin*(x) thing? Is the relation sin*(z)=sin(z*) valid there?
Since you need to integrate it alongside with cos(x) I posted it here, sorry if it was in the wrong section.
Any help would be appreciated.
Thanks for reading and have a nice day.
This question was retired from the free pdf "Quantum mechanics for engineers" in section 1.3.
How do I even approach the sin*(x) thing? Is the relation sin*(z)=sin(z*) valid there?
Since you need to integrate it alongside with cos(x) I posted it here, sorry if it was in the wrong section.
Any help would be appreciated.
Thanks for reading and have a nice day.