Four people (Nick, Ralph, Ken, and Harriett) with last names Quail, Appleman, Usaber, and O'Neal, each owned a number of silver bullets.
Each person was of a different occupation: postal worker, optometrist, engineer, and xylophone player.
If each person owned one of the following amounts of silver bullets, (17, 5, 10, and 8) can you figure out the first name, last name, and how many silver bullets each person owned?
Harriett, who is not Usaber, is the engineer's cousin.
The person who owned 5 silver bullets lives in the same building as Appleman and Ralph.
The engineer isn't Ken or the person who owned 10 silver bullets.
The engineer, whose first name is Nick, wasn't the person who owned 10 silver bullets.
Nick, Quail, and Ken were not the person who owned 10 silver bullets.
The engineer, the person who owned 8 silver bullets, didn't want a copy of Usaber's book.
Usaber wasn't the person who owned 5 silver bullets. Neither did Nick nor the optometrist.
The person who owned 8 silver bullets is not named Ralph or Quail.
Ralph, the person who owned 8 silver bullets, and the optometrist go shopping together on Saturdays.
The postal worker isn't Nick O'Neal.
Qua
App
Usa
O'N
pos
opt
eng
xyl
17
5
10
8
Nic
Ral
Ken
Har
17
5
10
8
pos
opt
eng
xyl
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!