Four people (Jesse, Xena, Vanessa, and Y.C.) with last names Iverson, Zellar, Dworsky, and Young, each bought a number of dogs.
Each person was of a different occupation: valet, optometrist, salesman, and janitor.
If each person bought one of the following amounts of dogs, (5, 12, 4, and 25) can you figure out the first name, last name, and how many dogs each person bought?
Vanessa and Young once dated the salesman.
The person who bought 12 dogs, Y.C., and the salesman went to the movies together.
Young and Xena aren't the person who bought 12 dogs.
Y.C., the person who bought 4 dogs, and the optometrist go shopping together on Saturdays.
Jesse and Dworsky once dated the valet.
Vanessa, who is not Zellar, is the valet's cousin.
The valet isn't Vanessa or the person who bought 12 dogs.
The person who bought 4 dogs, Y.C., and the salesman went to the movies together.
Xena, and Young often watch fights at the optometrist's place.
The person who bought 25 dogs, Dworsky, and the salesman have known each other for years.
Y.C. is not the person who bought 12 dogs, nor has the last name Zellar.
Zellar bought less dogs than the valet, and less than Jesse.
The salesman, whose first name is Xena, wasn't the person who bought 12 dogs.
The person who bought 12 dogs lives in the same building as Dworsky and Y.C..
Y.C., Dworsky, and the person who bought 5 dogs each had different dinners last night.
Iverson isn't the salesman or the person who bought 25 dogs.
The person who bought 25 dogs, Zellar and Jesse all went to the The salesman, who bought 5 dogs, isn't Dworsky.
The salesman, who bought 5 dogs, isn't Dworsky.
The janitor, the person who bought 4 dogs, didn't want a copy of Young's book.
The optometrist, who bought 12 dogs, isn't Dworsky.
The valet isn't Jesse Iverson.
The optometrist, whose first name is Jesse, wasn't the person who bought 4 dogs.
Ive
Zel
Dwo
You
val
opt
sal
jan
5
12
4
25
Jes
Xen
Van
Y.C
5
12
4
25
val
opt
sal
jan
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!