jay02 wrote:

Everyone who has graduated from TopNotch High School has an intelligence quotient (IQ) of over 120. Most students with an IQ of over 120 and all students with an IQ of over 150 who apply to one or more Ivy League universities are accepted to at least one of them.

The statements above, if true, best support which of the following conclusions?

A: Every graduate of TopNotch High School with an IQ of 150 has been accepted to at least one Ivy-League school.

B: If a person is a high-school graduate and has an IQ of less than 100, he or she could not have been a student at

TopNotch High School.

C: If a person has an IQ of 130 and is attending an Ivy-League school, it is possible for him or her to have graduated from

TopNotch High School.

D: At least one graduate from TopNotch high school who has applied to at least one Ivy-League university has been

accepted to one of them.

E: If a high-school graduate has an IQ of 150 and is not attending an Ivy-League school, then he or she did not apply to

one of them.

I get C. All topNotch High School grads have an IQ over 120. So its possible one of them scored a 130 and was one of the 'most students with IQ' over 120 who are accepted to an Ivy College.

Possible indicates its a particular statment that is easier to prove on inference questions.

A. Some students with IQ of 150 may not have even applied.

B. A student with an IQ of 100 could have attended but not graduated.

D. Most with IQ of 120 get accepted but some do not.

E. A student could apply and still not go.