Four people (Edgar, Pamela, Harriett, and Larry) with last names Forsberg, Pettitte, Clemens, and Tavarez, each owned a number of puzzles.
Each person was of a different occupation: undergraduate student, nurse, mathematician, and quack.
If each person owned one of the following amounts of puzzles, (23, 8, 5, and 10) can you figure out the first name, last name, and how many puzzles each person owned?
The mathematician, who owned 23 puzzles, isn't Clemens.
Clemens isn't the nurse or the person who owned 5 puzzles.
Pamela, the person who owned 10 puzzles, and the undergraduate student go shopping together on Saturdays.
Tavarez owned less puzzles than the nurse, and less than Larry.
Edgar, the person who owned 23 puzzles, and the quack go shopping together on Saturdays.
The person who owned 8 puzzles, Harriett, and the mathematician went to the movies together.
Forsberg isn't the undergraduate student or the person who owned 5 puzzles.
Pettitte and Harriett aren't the person who owned 8 puzzles.
Clemens wasn't the person who owned 5 puzzles. Neither did Harriett nor the mathematician.
The quack, whose first name is Pamela, wasn't the person who owned 8 puzzles.
Edgar, who is not Forsberg, is the mathematician's cousin.
The undergraduate student, who owned 8 puzzles, isn't Pettitte.
The undergraduate student, whose first name is Edgar, wasn't the person who owned 5 puzzles.
The quack isn't Edgar Clemens.
For
Pet
Cle
Tav
und
nur
mat
qua
23
8
5
10
Edg
Pam
Har
Lar
23
8
5
10
und
nur
mat
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!