Four people (Y.C., William, Ken, and Sean) with last names Kaufman, Young, Zellar, and Dworsky, each sold a number of golf clubs.
Each person was of a different occupation: florist, yuppie, optometrist, and graphic artist.
If each person sold one of the following amounts of golf clubs, (4, 24, 7, and 2) can you figure out the first name, last name, and how many golf clubs each person sold?
The yuppie, whose first name is Ken, wasn't the person who sold 4 golf clubs.
Dworsky wasn't the person who sold 7 golf clubs. Neither did Sean nor the graphic artist.
Y.C., the person who sold 2 golf clubs, and the optometrist go shopping together on Saturdays.
Y.C., the person who sold 2 golf clubs, and the graphic artist go shopping together on Saturdays.
Ken and Kaufman once dated the florist.
The florist, whose first name is Y.C., wasn't the person who sold 24 golf clubs.
Sean is not the person who sold 7 golf clubs, nor has the last name Young.
The florist, whose first name is Y.C., wasn't the person who sold 4 golf clubs.
William, who is not Dworsky, is the optometrist's cousin.
The person who sold 4 golf clubs, Dworsky, and the graphic artist have known each other for years.
The florist isn't Sean Kaufman.
Sean is not the person who sold 24 golf clubs, nor has the last name Zellar.
The florist, who sold 7 golf clubs, isn't Dworsky.
The person who sold 4 golf clubs, Zellar and William all went to the florist's surprise birthday party.
Kau
You
Zel
Dwo
flo
yup
opt
gra
4
24
7
2
Y.C
Wil
Ken
Sea
4
24
7
2
flo
yup
opt
gra
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!