I've been making my way through the LR Guide and and am finding it to be very helpful and really helping me to craft a more defined approach to the section. However, I have some questions that I've marked along the way and thought maybe I could post them and get some feedback. I'll have more time to go back later and review the questions I had but this was one of them:
On page 206, with the question from September 2007, #22, the solution goes into each choice by getting rid of the wrong choices based on the conditions for each principle.
However, it seems to me that a very quick and efficient approach would be to isolate the necessary/sufficient conditions of the principle:
(wholly truthful) --> (true + made w/o int. dec.)
(int to dec. OR refrain from clarifying)--> (lie)
From the basis of sufficient conditions, it would seem that all of the choices MUST be incorrect except D. Afterall, these are two things we cannot determine from the passage:
*IF a statement is wholly truthful (since only necessary conditions were provided)
*IF a statement is not a lie (since by the contrapositive, the second statement makes this the sufficient condition)
Since this approach seemed so efficient as well as applicable to similair types of problems, I didn't know if there was a reason why it wasn't mentioned.
Is my reasoning correct here or is there something I missed?