I have a question about the following.
$|A+B|^2$, where $A, B $ is complex number. The question is , when can
$|A+B|^2$ be equal to $|A|^2 + |B|^2$?
I have a question about the following.
$|A+B|^2$, where $A, B $ is complex number. The question is , when can
$|A+B|^2$ be equal to $|A|^2 + |B|^2$?
HINT: Vectors $A$ and $B$ are orthogonal.