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 Dave Killoran
PowerScore Staff
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#82504
Complete Question Explanation
(The complete setup for this game can be found here: https://forum.powerscore.com/lsat/viewtopic.php?t=14240)

The correct answer choice is (D)

The question asks for a viable list of tennis players, in the correct ranking order. From the first rule, O plays tennis, and so answer choice (E), which does not contain O, can be eliminated.

From the fifth rule, when M plays tennis, O must rank higher than S, who must rank higher than M (O > S > M). This information eliminates answer choice (C), as the players violate the ranking order.

From the last rule, when P plays tennis, K must play tennis. This eliminates answer choice (A), which does not include K. Further, from the same rule, when P plays tennis, K must rank higher than O, who must rank higher than P (K > O > P). This information eliminates answer choice (B), as the players violate the ranking order.

Thus, answer choice (D) is proven correct by process of elimination.
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 lalalala
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#103193
Hi, I got this right but I was a little confused when picking the answers. Doesn't D violate the last rule, which makes the order K - O - P? The correct answer's order is O - S - K - M. Isn't K supposed to be ranked higher than O?
 Rachael Wilkenfeld
PowerScore Staff
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#103208
Hi lala,

That's a conditional rule. It only applies IF P plays tennis. In answer choice (D), P does not play tennis, so the ordering given does not apply. This game is a bit tricky with the conditional rules. Remember that conditional rules only apply once the sufficient condition occurs; if the sufficient condition does not occur, you can't draw a conclusion.

Hope that helps!
 boehmejayne@gmail.com
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#104527
Doing this question by process of elimination is a brilliant idea. Thanks! I got it right but did it the long way.

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