Four people (Pamela, Ursula, Ralph, and Edgar) with last names Galitzer, Wallace, Tavarez, and Quail, each bought a number of balls.
Each person was of a different occupation: nurse, quack, coat check person, and mathematician.
If each person bought one of the following amounts of balls, (15, 8, 9, and 7) can you figure out the first name, last name, and how many balls each person bought?
Pamela, who is not Quail, is the quack's cousin.
The person who bought 9 balls is not named Ursula or Tavarez.
Ralph, Quail, and the person who bought 15 balls each had different dinners last night.
Galitzer isn't the nurse or the person who bought 7 balls.
Pamela and Quail once dated the mathematician.
Pamela, Wallace, and the person who bought 8 balls each had different dinners last night.
The person who bought 9 balls, Ursula, and the mathematician went to the movies together.
The person who bought 8 balls is not named Ralph or Tavarez.
Ursula is not the person who bought 9 balls, nor has the last name Wallace.
The coat check person isn't Ralph or the person who bought 8 balls.
Pamela is not the person who bought 9 balls, nor has the last name Wallace.
Wallace bought more balls than the coat check person, and more than Ralph.
The person who bought 15 balls, Galitzer, and the coat check person have known each other for years.
Ursula, Tavarez, and Ralph were not the person who bought 15 balls.
The coat check person, whose first name is Pamela, wasn't the person who bought 9 balls.
The coat check person, who bought 7 balls, isn't Wallace.
The mathematician isn't Pamela Tavarez.
Gal
Wal
Tav
Qua
nur
qua
coa
mat
15
8
9
7
Pam
Urs
Ral
Edg
15
8
9
7
nur
qua
coa
mat
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!