Four people (Ursula, Marie, Bill, and Xena) with last names Borris, Zellar, Iverson, and Pettitte, each bought a number of golf clubs.
Each person was of a different occupation: coat check person, ice sculpter, teacher, and quack.
If each person bought one of the following amounts of golf clubs, (4, 6, 5, and 16) can you figure out the first name, last name, and how many golf clubs each person bought?
The person who bought 4 golf clubs, Bill, and the quack went to the movies together.
The ice sculpter isn't Marie Pettitte.
Bill, Zellar, and Marie were not the person who bought 5 golf clubs.
Marie, and Borris often watch fights at the ice sculpter's place.
Marie, Iverson, and Ursula were not the person who bought 4 golf clubs.
The quack, whose first name is Marie, wasn't the person who bought 16 golf clubs.
Marie and Zellar once dated the teacher.
Xena, Borris, and Marie were not the person who bought 16 golf clubs.
Ursula, and Zellar often watch fights at the teacher's place.
Pettitte wasn't the person who bought 4 golf clubs. Neither did Ursula nor the teacher.
The ice sculpter, the person who bought 4 golf clubs, didn't want a copy of Borris's book.
Xena, Iverson, and the person who bought 6 golf clubs each had different dinners last night.
The quack, the person who bought 6 golf clubs, didn't want a copy of Zellar's book.
Bill and Pettitte once dated the coat check person.
Ursula, Pettitte, and Xena were not the person who bought 16 golf clubs.
The coat check person, whose first name is Ursula, wasn't the person who bought 16 golf clubs.
The coat check person, who bought 5 golf clubs, isn't Zellar.
The quack isn't Ursula Borris.
Bor
Zel
Ive
Pet
coa
ice
tea
qua
4
6
5
16
Urs
Mar
Bil
Xen
4
6
5
16
coa
ice
tea
qua
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!