Four people (Edgar, Y.C., Pamela, and Ursula) with last names Xevarone, Clemens, Quail, and Zellar, each collected a number of apples.
Each person was of a different occupation: lawyer, teacher, yuppie, and valet.
If each person collected one of the following amounts of apples, (10, 13, 2, and 7) can you figure out the first name, last name, and how many apples each person collected?
The teacher isn't Ursula Xevarone.
The person who collected 7 apples is not named Edgar or Clemens.
The person who collected 2 apples lives in the same building as Quail and Y.C..
Ursula, Clemens, and the person who collected 13 apples each had different dinners last night.
The person who collected 7 apples lives in the same building as Quail and Pamela.
Quail and Y.C. aren't the person who collected 2 apples.
The teacher, whose first name is Edgar, wasn't the person who collected 10 apples.
The person who collected 7 apples, Quail, and the valet have known each other for years.
Edgar, the person who collected 10 apples, and the lawyer go shopping together on Saturdays.
The person who collected 2 apples lives in the same building as Quail and Ursula.
The teacher isn't Pamela Clemens.
Y.C. is not the person who collected 7 apples, nor has the last name Clemens.
The lawyer, the person who collected 2 apples, didn't want a copy of Zellar's book.
The teacher, who collected 13 apples, isn't Zellar.
The lawyer isn't Edgar Quail.
Xev
Cle
Qua
Zel
law
tea
yup
val
10
13
2
7
Edg
Y.C
Pam
Urs
10
13
2
7
law
tea
yup
val
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!