Four people (Bill, Tammy, Harriett, and Jesse) with last names Lindros, Usaber, Tavarez, and Valdez, each bought a number of white roses.
Each person was of a different occupation: yuppie, salesman, horse trainer, and engineer.
If each person bought one of the following amounts of white roses, (5, 0, 20, and 24) can you figure out the first name, last name, and how many white roses each person bought?
The person who bought 24 white roses, Tavarez and Tammy all went to the salesman's surprise birthday party.
Harriett, who is not Valdez, is the horse trainer's cousin.
The salesman isn't Jesse or the person who bought 20 white roses.
Valdez wasn't the person who bought 24 white roses. Neither did Harriett nor the horse trainer.
The person who bought 5 white roses, Usaber, and the salesman have known each other for years.
Tavarez isn't the yuppie or the person who bought 0 white roses.
Valdez isn't the yuppie or the person who bought 5 white roses.
The horse trainer, whose first name is Bill, wasn't the person who bought 24 white roses.
Harriett is not the person who bought 0 white roses, nor has the last name Lindros.
Tammy, Tavarez, and Jesse were not the person who bought 20 white roses.
Lin
Usa
Tav
Val
yup
sal
hor
eng
5
0
20
24
Bil
Tam
Har
Jes
5
0
20
24
yup
sal
hor
eng
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!