Four people (Q.T., Ralph, Xena, and Ken) with last names Appleman, Dworsky, Galitzer, and Harris, each collected a number of dogs.
Each person was of a different occupation: valet, horse trainer, teacher, and janitor.
If each person collected one of the following amounts of dogs, (16, 9, 6, and 8) can you figure out the first name, last name, and how many dogs each person collected?
Ken, who is not Galitzer, is the valet's cousin.
Ralph, who is not Harris, is the janitor's cousin.
The teacher, the person who collected 16 dogs, didn't want a copy of Dworsky's book.
Harris isn't the horse trainer or the person who collected 6 dogs.
Q.T., Appleman, and the person who collected 8 dogs each had different dinners last night.
Xena, the person who collected 16 dogs, and the janitor go shopping together on Saturdays.
The person who collected 8 dogs, Appleman, and the janitor have known each other for years.
The person who collected 9 dogs, Galitzer and Xena all went to the Dworsky wasn't the person who collected 6 dogs. Neither did Xena nor the teacher.
Dworsky wasn't the person who collected 6 dogs. Neither did Xena nor the teacher.
The person who collected 8 dogs, Ralph, and the janitor went to the movies together.
Q.T. and Harris once dated the horse trainer.
Ralph, and Galitzer often watch fights at the valet's place.
Appleman collected more dogs than the horse trainer, and more than Xena.
The horse trainer, the person who collected 9 dogs, didn't want a copy of Harris's book.
Ralph, and Dworsky often watch fights at the valet's place.
The janitor, who collected 6 dogs, isn't Harris.
The janitor, whose first name is Q.T., wasn't the person who collected 9 dogs.
The teacher isn't Q.T. Galitzer.
App
Dwo
Gal
Har
val
hor
tea
jan
16
9
6
8
Q.T
Ral
Xen
Ken
16
9
6
8
val
hor
tea
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!