I was wondering if there is any statistic or if anyone can speak from personal experience regarding the number of questions wrong a high scorer gets in regard to logical reasoning. I understand that it can depend from person to person and that you can make up for a low logical reasoning score by getting less mistakes in the other sections. However, in average I believe that there is a certain range of logical reasoning mistakes that high scorers make!
Thank you!
knowing a proposition to be true is impossible, only if it cannot be proven true by observation. So we are looking for something that if true would make the statement above absolutely true. The only way for a proposition to never be known to be true is if it cannot be proven true by observation. In other words, I tried the observation for proposition A and it happened that it couldn't be true therefore it is impossible for this to be known to be true. This is what *(D) is saying. The passage says that no mathematical proposition can be proven true by observation and the answer choice D tells us that if it can not be proven true by observation then it is impossible to be known to be true. So if this is the case it makes sense to say that it follows that it is impossible for any mathematical proposition to be true(which is the conclusion of the passage). So if I take answer D as true then there is no way in the world for anyone to say that you can not reach that conclusion.
So why is D NOT THE RIGHT ANSWER?
i understand why E also makes the argument valid, but D does the same thing.
I also understand how the lawgic rules tell us that this is not the right answer but If i forget about lawgic for a second and use my logic I came to the conclusion that argument D makes the argument valid.
if someone is willing to explain why D is wrong using words rather than logic i would greatly appreciate it.
the only reply i have against this is that if there is another way to prove the argument is known to be true other then through observation then D would not make sense, but that would require us to not consider D as absolutely true.
#help (Added by Admin)