PrepTest 26, Section 1, Question 18
Each of exactly five persons�Nguyen, Olson, Pike, Tyner, and Valdez�participates in exactly one of three activities: going to a movie, going to a soccer game, or going to a restaurant. The following conditions must apply:
Each of exactly five persons�Nguyen, Olson, Pike, Tyner, and Valdez�participates in exactly one of three activities: going to a movie, going to a soccer game, or going to a restaurant. The following conditions must apply:
Each of exactly five persons�Nguyen, Olson, Pike, Tyner, and Valdez�participates in exactly one of three activities: going to a movie, going to a soccer game, or going to a restaurant. The following conditions must apply:
Each of exactly five persons�Nguyen, Olson, Pike, Tyner, and Valdez�participates in exactly one of three activities: going to a movie, going to a soccer game, or going to a restaurant. The following conditions must apply:
Nguyen and Olson do not participate in the same activity as each other, nor does either one of them participate in the same activity as Pike.
Exactly two persons go to a soccer game.
Tyner and Pike do not participate in the same activity as each other.
If Nguyen or Valdez goes to a movie, they both go to a movie.
If the condition that exactly two persons go to a soccer game is changed to require that exactly three persons go to a soccer game, but all other conditions remain the same, then which one of the following persons must participate in an activity other than going to a soccer game?
Nguyen
Olson
Pike
Tyner
Valdez
Explanations
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