Four people (Marie, Edgar, Denis, and Xena) with last names Iverson, Jones, Clemens, and O'Neal, each sold a number of silver bullets.
Each person was of a different occupation: xylophone player, teacher, optometrist, and weather-person.
If each person sold one of the following amounts of silver bullets, (23, 14, 15, and 12) can you figure out the first name, last name, and how many silver bullets each person sold?
Marie, and Jones often watch fights at the optometrist's place.
O'Neal isn't the optometrist or the person who sold 15 silver bullets.
The person who sold 23 silver bullets is not named Edgar or Iverson.
Edgar, the person who sold 23 silver bullets, and the weather-person go shopping together on Saturdays.
Edgar is not the person who sold 15 silver bullets, nor has the last name O'Neal.
The optometrist, the person who sold 14 silver bullets, didn't want a copy of Iverson's book.
The weather-person, whose first name is Marie, wasn't the person who sold 14 silver bullets.
Marie, who is not Jones, is the teacher's cousin.
The optometrist, whose first name is Edgar, wasn't the person who sold 23 silver bullets.
O'Neal isn't the teacher or the person who sold 14 silver bullets.
Marie, Iverson, and Denis were not the person who sold 14 silver bullets.
The weather-person, the person who sold 12 silver bullets, didn't want a copy of Jones's book.
The teacher isn't Marie O'Neal.
Ive
Jon
Cle
O'N
xyl
tea
opt
wea
23
14
15
12
Mar
Edg
Den
Xen
23
14
15
12
xyl
tea
opt
wea
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!