Four people (Marie, Bill, Ursula, and Q.T.) with last names Borris, Valdez, Galitzer, and Maciejewski, each sold a number of apples.
Each person was of a different occupation: teacher, postal worker, rear admiral, and valet.
If each person sold one of the following amounts of apples, (24, 17, 0, and 11) can you figure out the first name, last name, and how many apples each person sold?
Galitzer sold less apples than the postal worker, and less than Ursula.
Marie, Borris, and Q.T. were not the person who sold 17 apples.
Q.T., the person who sold 17 apples, and the teacher go shopping together on Saturdays.
Maciejewski isn't the valet or the person who sold 11 apples.
The rear admiral isn't Q.T. or the person who sold 11 apples.
The rear admiral, who sold 17 apples, isn't Galitzer.
The person who sold 24 apples lives in the same building as Borris and Ursula.
The teacher isn't Ursula or the person who sold 0 apples.
Borris and Q.T. aren't the person who sold 24 apples.
Maciejewski wasn't the person who sold 11 apples. Neither did Marie nor the valet.
Bill, who is not Maciejewski, is the valet's cousin.
Borris wasn't the person who sold 0 apples. Neither did Marie nor the rear admiral.
Galitzer isn't the teacher or the person who sold 11 apples.
Galitzer wasn't the person who sold 11 apples. Neither did Marie nor the rear admiral.
The teacher, whose first name is Marie, wasn't the person who sold 0 apples.
The teacher, the person who sold 24 apples, didn't want a copy of Maciejewski's book.
The postal worker isn't Marie Valdez.
Bor
Val
Gal
Mac
tea
pos
rea
val
24
17
0
11
Mar
Bil
Urs
Q.T
24
17
0
11
tea
pos
rea
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!