Converting to First order logic

Question

I had convert a small paragraph into First order logic. Could some one check whether it is correct or not. Information as follows.

"Anyone who has catarrh will sneeze. if anyone allergic to animal danger 
or dust mite then they will have catarrh. Maya is  allergic to animal danger."

This is I did.

1. ∃x p(x) ∧ c(x) ∧ s(x).
2. ∃x p(x) ∧ a(x) V d(x) --> c(x)
3. a(maya).

Please help me to solve this.

Answer 1

Your answers for 1 and 2 do not look right. Your answer for number 3 looks reasonable.

The first two statements in English do not require that any such person exist; and they aren't saying that just one such person exists. You should translate to something more like:

1. forall x . p(x) and c(x) implies s(x)
2. forall x . p(x) and (a(x) or d(x)) implies c(x)
3. a(maya)