PrepTest 90+, Section 3, Question 10
Six coworkers—Faye, Gary, Henry, Jasmine, Luis, and Martha—are planning to play table tennis during lunch. There will be a total of three games of table tennis, each involving exactly two of the six coworkers. Each coworker will play in exactly one game. The three games take place one after the other. The following conditions govern who plays in which game:
Six coworkers—Faye, Gary, Henry, Jasmine, Luis, and Martha—are planning to play table tennis during lunch. There will be a total of three games of table tennis, each involving exactly two of the six coworkers. Each coworker will play in exactly one game. The three games take place one after the other. The following conditions govern who plays in which game:
Six coworkers—Faye, Gary, Henry, Jasmine, Luis, and Martha—are planning to play table tennis during lunch. There will be a total of three games of table tennis, each involving exactly two of the six coworkers. Each coworker will play in exactly one game. The three games take place one after the other. The following conditions govern who plays in which game:
Six coworkers—Faye, Gary, Henry, Jasmine, Luis, and Martha—are planning to play table tennis during lunch. There will be a total of three games of table tennis, each involving exactly two of the six coworkers. Each coworker will play in exactly one game. The three games take place one after the other. The following conditions govern who plays in which game:
Neither Faye nor Gary can play in the first game.
Neither Jasmine nor Luis can play in the third game.
Faye must play against either Gary or Henry.
Gary cannot play against Jasmine.
Exactly how many of the coworkers are there any one of whom could play in the second game?
two
three
four
five
six
0 Comments