PrepTest 87, Section 1, Question 21
A charity is assigning volunteers to work at its booth at a fair that runs three days: Thursday, Friday, and Saturday. Five volunteers are being assigned: Lentz, Morse, Nu�ez, Pang, and Quinn. On each day, exactly three of the volunteers will work at the booth. The assignment of volunteers to days must meet the following conditions:
A charity is assigning volunteers to work at its booth at a fair that runs three days: Thursday, Friday, and Saturday. Five volunteers are being assigned: Lentz, Morse, Nu�ez, Pang, and Quinn. On each day, exactly three of the volunteers will work at the booth. The assignment of volunteers to days must meet the following conditions:
A charity is assigning volunteers to work at its booth at a fair that runs three days: Thursday, Friday, and Saturday. Five volunteers are being assigned: Lentz, Morse, Nu�ez, Pang, and Quinn. On each day, exactly three of the volunteers will work at the booth. The assignment of volunteers to days must meet the following conditions:
A charity is assigning volunteers to work at its booth at a fair that runs three days: Thursday, Friday, and Saturday. Five volunteers are being assigned: Lentz, Morse, Nu�ez, Pang, and Quinn. On each day, exactly three of the volunteers will work at the booth. The assignment of volunteers to days must meet the following conditions:
No volunteer works every day.
On any day that Morse works, Lentz also works.
Nu�ez works on Friday.
Pang does not work on Saturday.
The assignment of volunteers to days is completely determined if which one of the following is true?
Lentz works on Thursday.
Morse works on Friday.
Nu�ez works on Thursday.
Pang works on Friday.
Quinn works on Saturday.
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