今天读Kaplan Logic Reasoning Bibile来着,刚好读到了
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In the everyday use outside of the LSAT, 'either/or' has come to mean 'one or the other, but not both', but this usage is incorrect on the LSAT. For the purposes of the test, the definition of 'either/or' is '
at least one of the two', Note that this definition implicitly allows for the possibility that both elements occur, and the existence of this possibility makes diagramming sentences containing the 'either/or' term confusing. A careful examination of the definition of 'either/or' reveals that a conditional relationship is at the heart of the construction: since at least one of the terms must occur, if one fails to occur then the other
must occur.
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To further complicate the issue, occasionally our 'outside' (but public domain ) knowledge of the elements involved the 'either/or' construct allows us to make additional inferences,
Eg. You are either in Los Angeles or Sanfrancisco
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according to 'either/or' term, the statement is diagrammed as follow:
LA X -> SF
SF X -> LA
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but we also know that if you are in one of the cities, then you are not in the other. However, this knowledge does not come to us from the 'either/or' term above, but from our public domain knowledge of geography. Thus, another set of diagrams may apply:
LA -> SF X
SF -> LA X
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Note that makers of the LSAT could creat a statment about two fictional or little-known cities, such as 'You are either in Monroe or Tipiwanee'. Whthout being provided further information about these cities, we could only diagram for the 'either/or' term, A diagram that attempts to reflect geographic knowledge such as :
Monroe -> Tipiwanee X
would not apply since we cannot be sure that Monroe and Tipiwanee do not overlap geographically
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(打字真辛苦 -.-)
-- by 会员 taoransk (2010/9/17 15:38:58)