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.

a$)$ Everybody loves Jerry.

b$)$ Everybody loves somebody.

c$)$ There is somebody whom everybody loves.

d$)$ Nobody loves everybody.

e$)$ There is somebody whom Lydia does not love.

f $)$ There is somebody whom no one loves.

g$)$ There is exactly one person whom everybody loves.

h$)$ There are exactly two people whom Lynn loves.

i$)$ Everyone loves himself or herself.

j$)$ There is someone who loves no one besides himself

or herself.