Four people (Charles, Pamela, Zorro, and Denis) with last names Galitzer, Appleman, Zellar, and Pettitte, each sold a number of new placemats.
Each person was of a different occupation: weather-person, coat check person, yuppie, and salesman.
If each person sold one of the following amounts of new placemats, (11, 19, 9, and 10) can you figure out the first name, last name, and how many new placemats each person sold?
Pettitte isn't the yuppie or the person who sold 9 new placemats.
Appleman sold less new placemats than the weather-person, and more than Charles.
The person who sold 19 new placemats, Galitzer and Pamela all went to the Galitzer and Pamela aren't the person who sold 11 new placemats.
Galitzer and Pamela aren't the person who sold 11 new placemats.
Pamela, Pettitte, and Zorro were not the person who sold 9 new placemats.
The weather-person isn't Pamela or the person who sold 11 new placemats.
The salesman isn't Pamela or the person who sold 11 new placemats.
The person who sold 9 new placemats, Denis, and the yuppie went to the movies together.
Pettitte isn't the coat check person or the person who sold 9 new placemats.
Zorro, who is not Pettitte, is the coat check person's cousin.
Denis, Appleman, and Pamela were not the person who sold 9 new placemats.
Zellar isn't the yuppie or the person who sold 9 new placemats.
Appleman isn't the weather-person or the person who sold 9 new placemats.
The yuppie isn't Charles Galitzer.
The person who sold 10 new placemats, Denis, and the salesman went to the movies together.
The salesman, the person who sold 9 new placemats, didn't want a copy of Zellar's book.
The salesman, whose first name is Charles, wasn't the person who sold 11 new placemats.
Gal
App
Zel
Pet
wea
coa
yup
sal
11
19
9
10
Cha
Pam
Zor
Den
11
19
9
10
wea
coa
yup
sal
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!