by zl7391e Mon Jun 27, 2011 10:46 am
For D, the first sentence in the stimulus tells us that identical twins have the exact same genetic information. The second sentence tells us that there are cases when only one of the identical twins has schizophrenic.
Suppose two identical twins are called T1 and T2, and they have the same property P, where P denotes the genetic information.
Since T1 and T2 both have P, and we know that only one of T1 and T2 has a disease called S. How can we tell which one has S by looking at P alone and not by some other properties ?
It's almost like asking the question. By looking at the following pairs (T1, P) and (T2, P), tell me which one T1 or T2 but not both has the disease S?
No, we can't (because the property P that they both have is the same thing). We need something else to answer the question. For example, (T1, P, C) and (T2, P, D) where C and D are distinct properties other than P.
Otherwise, we would have a logical contradiction because the only way that T1 has S but T2 does not is due to some factors other than P.
For A, "Genetic susceptibility" is neither mentioned nor defined in the stimulus; thus, it's logically possible that what determines "genetic susceptibility" are factors that combines both genetic information and something else(something other than genetic information such as human's brain size, weight, dietary habits, etc.). Because the stimulus allows this logical possibility that genetic information is not the sole determinant of "genetic susceptibility", it can't prove A false.
I find using symbols easier to explain a question. This may sound very confusing to some. hopefully, it helps a bit. If not, please let me know.