- Sun Jan 20, 2013 12:00 am
#25638
Complete Question Explanation
(The complete setup for this game can be found here: lsat/viewtopic.php?t=7800)
The correct answer choice is (A)
If G is visited first, and T – second, we need to ensure that G is visited at least one more time,
immediately before J (fourth rule). The first rule prohibits J from being visited fourth, while the
fourth rule also prohibits it from being visited third:
There appear to be only two possible weeks to visit J – 5 or 6. Recall, however, that G must be
always visited immediately before J, and also that it must be visited in some time between the two
visits to M. So, if the GJ Block were placed in weeks 5-6, then the two visits to M would be
adjacent to each other, in violation of both the third and fifth rules. Therefore, the GJ Block must
occupy the fourth and the fifth positions, flanked by the two M’s:
With only one possible solution, identifying answer choice (A) the correct answer to this Must Be
True question should be a breeze. The remaining four answer choices must be false.
(The complete setup for this game can be found here: lsat/viewtopic.php?t=7800)
The correct answer choice is (A)
If G is visited first, and T – second, we need to ensure that G is visited at least one more time,
immediately before J (fourth rule). The first rule prohibits J from being visited fourth, while the
fourth rule also prohibits it from being visited third:
There appear to be only two possible weeks to visit J – 5 or 6. Recall, however, that G must be
always visited immediately before J, and also that it must be visited in some time between the two
visits to M. So, if the GJ Block were placed in weeks 5-6, then the two visits to M would be
adjacent to each other, in violation of both the third and fifth rules. Therefore, the GJ Block must
occupy the fourth and the fifth positions, flanked by the two M’s:
With only one possible solution, identifying answer choice (A) the correct answer to this Must Be
True question should be a breeze. The remaining four answer choices must be false.
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