Four people (Q.T., Ursula, Xena, and Fran) with last names Jones, Iverson, Xevarone, and Harris, each collected a number of flowers.
Each person was of a different occupation: engineer, rear admiral, delivery person, and valet.
If each person collected one of the following amounts of flowers, (2, 5, 0, and 1) can you figure out the first name, last name, and how many flowers each person collected?
Harris collected more flowers than the engineer, and more than Ursula.
The delivery person isn't Ursula or the person who collected 5 flowers.
Iverson collected more flowers than the delivery person, and less than Xena.
Ursula, Harris, and Fran were not the person who collected 2 flowers.
The person who collected 1 flowers lives in the same building as Iverson and Ursula.
Q.T., the person who collected 0 flowers, and the delivery person go shopping together on Saturdays.
The delivery person isn't Q.T. or the person who collected 5 flowers.
The person who collected 0 flowers, Iverson and Fran all went to the Ursula and Jones once dated the engineer.
Ursula and Jones once dated the engineer.
The rear admiral isn't Xena or the person who collected 1 flowers.
The person who collected 5 flowers, Fran, and the engineer went to the movies together.
The person who collected 1 flowers, Iverson and Xena all went to the Q.T. is not the person who collected 1 flowers, nor has the last name Xevarone.
Q.T. is not the person who collected 1 flowers, nor has the last name Xevarone.
The person who collected 0 flowers, Xena, and the delivery person went to the movies together.
The valet isn't Q.T. Iverson.
The engineer, the person who collected 2 flowers, didn't want a copy of Harris's book.
The engineer, whose first name is Q.T., wasn't the person who collected 1 flowers.
Jon
Ive
Xev
Har
eng
rea
del
val
2
5
0
1
Q.T
Urs
Xen
Fra
2
5
0
1
eng
rea
del
val
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!