Four people (Ursula, Marie, Zorro, and Sean) with last names Young, Kaufman, O'Neal, and Pettitte, each bought a number of jacks.
Each person was of a different occupation: engineer, yuppie, nurse, and ice sculpter.
If each person bought one of the following amounts of jacks, (6, 14, 3, and 22) can you figure out the first name, last name, and how many jacks each person bought?
Kaufman and Marie aren't the person who bought 22 jacks.
O'Neal isn't the nurse or the person who bought 3 jacks.
Young and Sean aren't the person who bought 22 jacks.
The yuppie, the person who bought 22 jacks, didn't want a copy of O'Neal's book.
The nurse, who bought 14 jacks, isn't Pettitte.
O'Neal and Ursula aren't the person who bought 14 jacks.
Sean and Pettitte once dated the engineer.
The engineer isn't Sean Kaufman.
Sean, the person who bought 6 jacks, and the ice sculpter go shopping together on Saturdays.
Pettitte and Sean aren't the person who bought 3 jacks.
Ursula, Kaufman, and the person who bought 6 jacks each had different dinners last night.
Pettitte and Marie aren't the person who bought 3 jacks.
Kaufman bought more jacks than the ice sculpter, and less than Ursula.
The person who bought 6 jacks lives in the same building as Pettitte and Zorro.
The nurse isn't Ursula Pettitte.
The yuppie, whose first name is Ursula, wasn't the person who bought 3 jacks.
You
Kau
O'N
Pet
eng
yup
nur
ice
6
14
3
22
Urs
Mar
Zor
Sea
6
14
3
22
eng
yup
nur
ice
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!