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- Tue Jun 14, 2016 1:00 pm
#26550
Setup and Rule Diagram Explanation
This is a Basic Linear: Balanced game.
This is the easiest game of the test, and the basic scenario is as follows:
The first rule creates a KJ block, and creates two Not Laws:
The second rule creates a M > P sequence; again, two Not Laws result:
The third rule is conditional:
The fourth rule is also conditional, but the presence of a negative in the sufficient condition makes this rule trickier to interpret than most other conditional rules. The diagram of the rule, and its contrapositive are as follows:
Thus, if P is not second then P is fifth, and if P is not fifth then P is second. Therefore, P must always be second or fifth, which can be shown on our diagram with a split option. P’s placement also affects M via the second rule, and M cannot be fifth or sixth:
The last rule produces a situation where P must perform on either the second day or the fifth day. This rule, in combination with the third rule, produces the following inferences:
The second inference is quite powerful; when L performs third, the entire schedule is determined:
M-P-L-O-N-K-J. This inference is tested in question #7.
This is a Basic Linear: Balanced game.
This is the easiest game of the test, and the basic scenario is as follows:
The first rule creates a KJ block, and creates two Not Laws:
The second rule creates a M > P sequence; again, two Not Laws result:
The third rule is conditional:
The fourth rule is also conditional, but the presence of a negative in the sufficient condition makes this rule trickier to interpret than most other conditional rules. The diagram of the rule, and its contrapositive are as follows:
Thus, if P is not second then P is fifth, and if P is not fifth then P is second. Therefore, P must always be second or fifth, which can be shown on our diagram with a split option. P’s placement also affects M via the second rule, and M cannot be fifth or sixth:
The last rule produces a situation where P must perform on either the second day or the fifth day. This rule, in combination with the third rule, produces the following inferences:
The second inference is quite powerful; when L performs third, the entire schedule is determined:
M-P-L-O-N-K-J. This inference is tested in question #7.
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Dave Killoran
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PowerScore Test Preparation
Follow me on X/Twitter at http://twitter.com/DaveKilloran
My LSAT Articles: http://blog.powerscore.com/lsat/author/dave-killoran
PowerScore Podcast: http://www.powerscore.com/lsat/podcast/