Four people (Marie, William, Nick, and Ralph) with last names Wallace, Ewing, Smith, and Dworsky, each bought a number of white roses.
Each person was of a different occupation: optometrist, xylophone player, yuppie, and banker.
If each person bought one of the following amounts of white roses, (2, 14, 17, and 5) can you figure out the first name, last name, and how many white roses each person bought?
The person who bought 17 white roses is not named Ralph or Wallace.
The xylophone player, who bought 5 white roses, isn't Wallace.
Dworsky bought less white roses than the optometrist, and more than Nick.
The person who bought 17 white roses, Dworsky and Marie all went to the Ralph and Smith once dated the optometrist.
Ralph and Smith once dated the optometrist.
Smith wasn't the person who bought 17 white roses. Neither did Ralph nor the optometrist.
Nick and Ewing once dated the xylophone player.
The yuppie, who bought 17 white roses, isn't Wallace.
The optometrist, who bought 14 white roses, isn't Dworsky.
The yuppie isn't Marie Wallace.
The optometrist, whose first name is Marie, wasn't the person who bought 5 white roses.
Wal
Ewi
Smi
Dwo
opt
xyl
yup
ban
2
14
17
5
Mar
Wil
Nic
Ral
2
14
17
5
opt
xyl
yup
ban
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!