Four people (Ken, Jesse, Denis, and Vanessa) with last names Jones, Regoli, Pettitte, and Forsberg, each bought a number of dogs.
Each person was of a different occupation: engineer, salesman, mathematician, and banker.
If each person bought one of the following amounts of dogs, (9, 23, 17, and 24) can you figure out the first name, last name, and how many dogs each person bought?
The engineer, the person who bought 24 dogs, didn't want a copy of Forsberg's book.
Jones isn't the banker or the person who bought 23 dogs.
The person who bought 17 dogs is not named Vanessa or Jones.
The person who bought 23 dogs, Pettitte, and the engineer have known each other for years.
Regoli and Vanessa aren't the person who bought 17 dogs.
Vanessa, who is not Jones, is the banker's cousin.
The mathematician, whose first name is Vanessa, wasn't the person who bought 24 dogs.
The engineer, who bought 24 dogs, isn't Regoli.
The person who bought 17 dogs, Jones and Vanessa all went to the Regoli isn't the engineer or the person who bought 23 dogs.
Regoli isn't the engineer or the person who bought 23 dogs.
The person who bought 23 dogs lives in the same building as Regoli and Jesse.
Regoli bought less dogs than the banker, and less than Jesse.
The person who bought 9 dogs, Jones and Denis all went to the The salesman, whose first name is Ken, wasn't the person who bought 24 dogs.
The salesman, whose first name is Ken, wasn't the person who bought 24 dogs.
The engineer isn't Ken or the person who bought 23 dogs.
Jon
Reg
Pet
For
eng
sal
mat
ban
9
23
17
24
Ken
Jes
Den
Van
9
23
17
24
eng
sal
mat
ban
Place a N in any square that is a definite "no" and a Y in any square that is a definite "yes". I give up!