Four people (Y.C., Opie, Pamela, and Harriett) with last names Xevarone, Smith, Galitzer, and Dworsky, each owned a number of eggs.
Each person was of a different occupation: salesman, undergraduate student, weather-person, and mathematician.
If each person owned one of the following amounts of eggs, (9, 17, 15, and 7) can you figure out the first name, last name, and how many eggs each person owned?
The person who owned 17 eggs, Opie, and the undergraduate student went to the movies together.
The person who owned 9 eggs, Xevarone and Harriett all went to the The person who owned 15 eggs, Xevarone and Harriett all went to the Galitzer and Y.C. aren't the person who owned 9 eggs.
The person who owned 15 eggs, Xevarone and Harriett all went to the Galitzer and Y.C. aren't the person who owned 9 eggs.
Galitzer and Y.C. aren't the person who owned 9 eggs.
Pamela, who is not Dworsky, is the mathematician's cousin.
Opie, Smith, and the person who owned 17 eggs each had different dinners last night.
The person who owned 15 eggs is not named Pamela or Galitzer.
The undergraduate student, who owned 15 eggs, isn't Galitzer.
Harriett, Dworsky, and Pamela were not the person who owned 7 eggs.
Galitzer owned more eggs than the salesman, and more than Y.C..
Pamela and Galitzer once dated the weather-person.
Harriett is not the person who owned 15 eggs, nor has the last name Smith.
The salesman isn't Y.C. Dworsky.
The undergraduate student, whose first name is Y.C., wasn't the person who owned 7 eggs.
Xev
Smi
Gal
Dwo
sal
und
wea
mat
9
17
15
7
Y.C
Opi
Pam
Har
9
17
15
7
sal
und
wea
mat
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!