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Which of the following, if substituted for the condition that if Paul attends the game, so does Tim, would have the same effect in determining who can attend the game together? If the condition that requires that at least two students attend the game is replaced by a condition that requires that exactly three students attend the game, how many combinations of students attending the game are possible?ħ. (E) Exactly five students attend the game.Ħ. (D) Neither Quita nor Paul attends the game. (C) Neither Quita nor Sammy attends the game. (B) Sammy does not attend the game but Vanessa does. (A) Quita does not attend the game but Ron does. If Tim attends the game, which of the following could be true? What is the minimum number of students who do not attend the game?ĥ. (E) Neither Paul nor Ron attends the game.Ĥ. (D) Neither Sammy nor Quita attends the game. (C) Neither Ron nor Tim attends the game.

(B) Both Vanessa and Wanda attend the game. (A) Both Vanessa and Paul attend the game. (E) Either Ron or Vanessa, but not both, attend the game. (D) Either Ron or Vanessa attends the game.

(C) Ron and Vanessa do not both attend the game. If Wanda does not attend the game, which of the following must be true? Which of the following could be a complete and accurate list of students who attend the game?Ģ. Sammy attends the game if, and only if, Quita does not attend.ġ. If Wanda or Tim attends the game, they attend together. If Ron does not attend the game, neither does Vanessa. Ron and Tim cannot attend the game together. A group of seven high school seniors-Paul, Quita, Ron, Sammy, Tim, Vanessa and Wanda-are trying to decide which of them will attend a volleyball game.