nfpi2006 Wrote:I still don't get it. The text clearly identifies NO ONE on the committee, which i feel is a precedent for SOME planning members with a financial interests (construction industry). It starts with a specific group within the larger group then draws a link from a larger group.
So how about it be E and not B?
mshermn Wrote:There is already a great amount of discussion on this question but I'll add my thoughts here anyway!
There are three statements that rely on logic: either conditional statements or quantified statements.
I can use notation to see the statements more clearly.
PCM some SFI
PCM ---> ~LS
PCM some WS
I can combine the first and second statement to get
SFI some ~LS
and I can combine the second and third statement to get
WS some ~LS
But I cannot draw an "all" or a "no" statement regarding people who have "significant financial interests," as is addressed in answer choice (B).
(Formal Notation Key: PCM = planning committee member, LS = lives in the suburbs, WS = works in the suburbs, SFI = significant financial interests)
Further note on reading quantified statements: "A some B" can be read as "some A's are B's."
I hope that helps!
chess1432 Wrote:Why not C?
ECMH05 Wrote:chess1432 Wrote:Why not C?
Bump. Wondering this as well.
legenda689 Wrote:sorry guys I still don't get it.
the way i see it is there is a big group PC and there is a subgroup FI. so if NO ONE in the group (PC) lives in suburbs how can a some people of that subgroup LS? shouldn't it be that no FI - LS?
Dtodaizzle Wrote:I understand the logic behind (E), if the statement was reworded as
"some committee members with significant financial interests in the planning committee's decision do not live in the suburbs."
But the question explicitly states "some persons." Now these some persons could be committee members, but they could also be some persons with significant financial interests in the planning committee's decisions who are not committee members.
As a result, how could we infer that (E) must be true?
hakopis Wrote:Wasn't sure about the answer at first, BUT I found a logical map once I saw it was (E).
Setup:
PC --(some)-- SFI or
A --(some)--B
SFI -------> RCI or
B -------> C
PC -------> ~LS or
A -------> ~D
PC --(many)-- WS or
A --(many)--E
Where:
PC = Planning committee members
SFI = Significant Financial Interest
RCI = Represent Construction Industry
LS = Live in Suburbs
WS = Work in Suburbs
Analysis:
Answer requires Quantitative Logic. QL requires a shared element, in this case PC.
QL doesn't allow combining 'some' with 'many' statements, consider:
A --(some)--B
A --(many)--E Therefore, Nothing
QL doesn't allow combining 'All' with 'many' statements, when 'All' statement is up first, consider:
A ------> D
A --(many) ~E Therefore, Nothing
QL DOES ALLOW combining 'SOME' with 'ALL' when 'SOME' statement is up first, consider:
A --(some)--B
A -------> ~D
Therefore
B --(some)-- ~D
*Found in answer (E): SFI --(some)--~LS