I'm doing some selfstudying and I'm lacking the anwsers to check if I'm correct. So this is why I'm on here so frequently, as I really want to understand the matter.
So here is the sentence I'm trying to convert to predicate logic:
Every boy who loves a girl is also loved by some girl.
DoD = Humans
Here's what I got:
$\forall x(Bx \wedge \exists y(Gy\wedge Lxy))\rightarrow \exists z(Gz \wedge Lzx)$
With B being a boy, G being a Girl, and L x Loving y.
You are saying here:
If every boy loves a girl then there is a girl that loves some particular boy yet to be specified.
See also my comment.