Five people (Denis, Marie, Nick, Ken, and Bill) with last names Harris, Quail, Pettitte, Dworsky, and Wallace, each sold a number of dogs.
Each person was of a different occupation: optometrist, nurse, florist, kicker, and delivery person.
If each person sold one of the following amounts of dogs, (14, 3, 11, 20, and 10) can you figure out the first name, last name, and how many dogs each person sold?
Bill, Quail, the nurse, and Marie went to the movies together one friday, but the person who sold 3 dogs didn't go.
Bill, Dworsky, the optometrist, and Ken went to the movies together one friday, but the person who sold 20 dogs didn't go.
The optometrist, the person who sold 11 dogs, and Nick don't like sushi.
Ken and Wallace once dated the kicker.
The delivery person, nor the person who sold 3 dogs, isn't Harris.
The florist, nor the person who sold 11 dogs, isn't Quail.
Harris wasn't the person who sold 10 dogs. Neither did Nick nor the nurse.
Denis, the person who sold 20 dogs, and the nurse go shopping together on Saturdays.
Marie, Pettitte, and Bill were not the person who sold 10 dogs.
The person who sold 20 dogs is not named Quail.
The person who sold 10 dogs,and the kicker have known each other for years.
The person who sold 11 dogs is not named Harris.
The person who sold 10 dogs, Ken, and the florist went to the movies together.
Harris sold more dogs than the florist, and more than Bill.
The person who sold 11 dogs,and the delivery person have known each other for years.
Har
Qua
Pet
Dwo
Wal
opt
nur
flo
kic
del
14
3
11
20
10
Den
Mar
Nic
Ken
Bil
14
3
11
20
10
opt
nur
flo
kic
del
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!