- Tue Dec 04, 2012 1:00 am
#6848
Hi,
This is in regard to the game on pg 153 of the logic games bible (Game #2 from October 2004). Specifically this is with respect to rule #5, which uses terminology that effectively says something like C is newer than either A or B. This is taken to mean that C is newer than A, as well as newer than B i.e. (C < A) & (C < B). My understanding was (C < A) | (C < B).
This terminology seems highly ambiguous. I've seen similar terminology in another book where a question is phrased this way: R could invite either A or B if he invites which of the following pair of people? Since one of the rules of the game was that A and B could not be invited together, I took this to mean it should be possible to invite one of the two. However turns out it meant that it should be possible to invite A as well as possible to invite B, just not both.
Any clarifications on how to interpret the meanings of "either ... or" in such situations?
Much appreciated.
This is in regard to the game on pg 153 of the logic games bible (Game #2 from October 2004). Specifically this is with respect to rule #5, which uses terminology that effectively says something like C is newer than either A or B. This is taken to mean that C is newer than A, as well as newer than B i.e. (C < A) & (C < B). My understanding was (C < A) | (C < B).
This terminology seems highly ambiguous. I've seen similar terminology in another book where a question is phrased this way: R could invite either A or B if he invites which of the following pair of people? Since one of the rules of the game was that A and B could not be invited together, I took this to mean it should be possible to invite one of the two. However turns out it meant that it should be possible to invite A as well as possible to invite B, just not both.
Any clarifications on how to interpret the meanings of "either ... or" in such situations?
Much appreciated.