bazodee wrote:
I think the flaw in some of the mathematical analysis is as follows: either you know the answer, or you don't. I cringe when people say they think they can eliminate one of the answers. At the higher level questions, they are usually making a faulty assumption. If pressed to explain with clarity why they think they can eliminate one of the answers, their reasoning will generally fall apart. Contestants often do this to rationalize their behavior- if I can eliminate one answer then I'll be willing to take a guess.
Although I agree that many times you either know the answer cold or are totally clueless, it certainly doesn't have to be that way. Let's look at this question that I just made up:
What is the capital of the Central African Republic?
A) Bamako
B) Malabo
C) Bangui
D) Bujumbura
Let's say that you know essentially nothing about capitals of African countries, but, as it turns out, your niece just returned last week from a stint in the Peace Corps during which she was posted in Mali. You were forced to sit through an hour long slide presentation about her trip. During that slide show she mentioned the capital of Mali at least ten times. "Oh, here are some pictures of the day we were allowed to leave our village and went to the big city, Bamako", "This is the view from the plane as we landed at the airport in Bamako", etc... Now you're in the hot seat and you'd bet your niece's life that Bamako is definitely NOT the capital of the Central African Republic. But you still have no clue about the other 3 choices.
Obviously, real life situations won't be this clear, but hopefully this example illustrates that it is reasonable to be able to confidently eliminate one answer. And if that can happen then more complex situations like the ones I tried to model in some of my posts could also happen.