June 2012 LSAT
Section 2
Question 24
Had the party's economic theories been sound and had it succeeded in implementing its program, the inflation rate wou...
Reply
shunhe on December 28, 2019
Hi @MACZ,This is a match the flaw question. Let's try to diagram what the stimulus tells us, and then find an answer choice that exhibits a parallel flaw.
PETS = party's economic theories were sound
PSIP = party had succeeded in implementing its program
IRLC = inflation rate would have lessened considerably
Premise:
PETS & PSIP - > ILRC (This comes from the first sentence of the stimulus)
Conclusion:
~IRLC - > ~PETS (This is the second sentence of the stimulus)
What exactly is the flaw here? Well, the conclusion attempts to take the contrapositive of the stimulus and use it to get ~PETS. But the contrapositive actually tells us the following:
~IRLC - > ~(PETS & PSIP)
Which can be rewritten as
~IRLC - > ~PETS v ~PSIP
And note that the contrapositive can be true if PETS & ~PSIP. In plan English, it's possible that the party's economic theories were sound, but that it hadn't succeeded in implementing its program. Thus, we need an answer that has two conditions in the sufficient condition (before the arrow), and then takes the contrapositive and mistakenly negates one when the other one could have been negated. This is what (C) tells us. When we diagram out (C), we get
SSS = succeeded in selling its subsidiaries
CPNP = used cash to purchase the new patent
SPD = stock price doubled in the last two years
Premise:
SSS & CPNP - > SPD
Conclusion:
~SPD - > ~SSS
And we can see that this is parallel to the flawed reasoning used in the stimulus, since it's possible that the company sold its subsidiaries but didn't use the cash to purchase the new patent.
(E) is wrong because it has another flaw. (E) doesn't have two parts in the sufficient condition, which we can diagram as
TV's new weather forecasting equipment worth investment - > Ratings improve & Accuracy of forecasts rise
Because (E) has two parts in the necessary condition (after the arrow), but not the sufficient one (before the arrow), we know that it can't be a parallel flaw and can rule it out. Hope this helps, and feel free to ask any follow-up questions if anything is still confusing.