Four people (Larry, Vanessa, Tammy, and Ken) with last names Valdez, Ewing, Jones, and Clemens, each bought a number of vases.
Each person was of a different occupation: banker, valet, xylophone player, and undergraduate student.
If each person bought one of the following amounts of vases, (14, 25, 21, and 3) can you figure out the first name, last name, and how many vases each person bought?
The valet isn't Ken Valdez.
Ewing wasn't the person who bought 21 vases. Neither did Ken nor the undergraduate student.
The undergraduate student, the person who bought 25 vases, didn't want a copy of Jones's book.
Larry, who is not Valdez, is the undergraduate student's cousin.
The valet, the person who bought 14 vases, didn't want a copy of Clemens's book.
Tammy, the person who bought 3 vases, and the valet go shopping together on Saturdays.
Vanessa, who is not Jones, is the banker's cousin.
Valdez and Vanessa aren't the person who bought 14 vases.
Ken, Clemens, and Larry were not the person who bought 21 vases.
The xylophone player isn't Larry Ewing.
The valet, whose first name is Larry, wasn't the person who bought 3 vases.
Val
Ewi
Jon
Cle
ban
val
xyl
und
14
25
21
3
Lar
Van
Tam
Ken
14
25
21
3
ban
val
xyl
und
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!