Can someone confirm an error in PT 20 for me?
Posted: Sat Jul 03, 2010 8:48 pm
a quick note: not sure what the rules are for posting specific information about LSAT questions (even the old ones), so I'm going to go ahead and remain nice and vague.
Hi all,
I'm back to studying and just did the fourth game of PT 20 (questions 19-24). It is a balanced advanced linear game, and shockingly easy if you make the deduction Kaplan says you should; however, I think the deduction requires a pretty cavalier assumption, which is that the variables from set A are evenly distributed among the variables in set B (i.e., each member of B is linked to two members in A). Nothing in the rules states this distribution must hold, and without knowing the distribution of the variables, I don't see how to get to Kaplan's key deduction.
It'd be great if someone would have a look and help me out. I don't like to cry error on the LSAT because it is usually code for "I made a mistake (and maybe don't want to admit it)." I'm a little worried there might be a way to make the key deduction even without assuming any particular distribution of variables; if there is, I'd greatly appreciate someone pointing me in the right direction.
Thanks in advance!
Hi all,
I'm back to studying and just did the fourth game of PT 20 (questions 19-24). It is a balanced advanced linear game, and shockingly easy if you make the deduction Kaplan says you should; however, I think the deduction requires a pretty cavalier assumption, which is that the variables from set A are evenly distributed among the variables in set B (i.e., each member of B is linked to two members in A). Nothing in the rules states this distribution must hold, and without knowing the distribution of the variables, I don't see how to get to Kaplan's key deduction.
It'd be great if someone would have a look and help me out. I don't like to cry error on the LSAT because it is usually code for "I made a mistake (and maybe don't want to admit it)." I'm a little worried there might be a way to make the key deduction even without assuming any particular distribution of variables; if there is, I'd greatly appreciate someone pointing me in the right direction.
Thanks in advance!