Let $L(x, y)$ be the statement “$x$ loves $y$,” where the domain for both $x$ and $y$ consists of all people in the world. Use quantifiers to express each of these statements.
- Everybody loves Jerry.
- Everybody loves somebody.
- There is somebody whom everybody loves.
- Nobody loves everybody.
- There is somebody whom Lydia does not love.
- There is somebody whom no one loves.
- There is exactly one person whom everybody loves.
- There are exactly two people whom Lynn loves.
- Everyone loves himself or herself.
- There is someone who loves no one besides himself or herself.