- Fri Apr 03, 2015 11:00 pm
#35076
Complete Question Explanation
Justify the Conclusion—SN. The correct answer choice is (B)
Your task in this Justify the Conclusion question is to select the answer choice containing
information that, if added to the argument, would show the activist’s conclusion is valid.
Premise: any member of the city council ought either to vote against the propose or
abstain
vote against the proposal
city council member or
abstain
Premise: if all members abstain, the matter will be decided by the city’s voters
all members abstain matter decided by city’s voters
Conclusion: thus, at least one member of the city council should vote against the proposal
all members abstain
The correct answer in this Justify the Conclusion question will provide information sufficient
to show that at least one member of the council should vote against the proposal. Saying that at
least one member votes against the proposal has the same logical effect as saying not all members
abstain, the necessary condition of the contrapositive to the conditional relationship in the second
sentence. Thus, your prephrase is that the correct answer will provide the sufficient condition for the
contrapositive, that the matter should not be decided by the city’s voters.
The incorrect answer choices will not justify the conclusion, meaning they may merely support the
conclusion, have no effect on the conclusion, or weaken it.
Answer choice (A): While incorrect, this answer choice is attractive, because it appears from the
activist’s argument that the activist opposes the proposal, and would conclude it would be a bad thing
for the city’s voters to decide in favor of it. However, the issue in the argument was not whether the
proposal is passed, but whether the city’s voters should decide the matter.
Answer choice (B): This is the correct answer choice. This choice is correct, because it provides
the sufficient condition for the contrapositive to the conditional statement in the second sentence,
showing the conclusion to be valid.
Answer choice (C): This information has no effect on the conclusion. To say that no members of
the city council will vote in favor of the proposal is the same as saying the members will either vote
against the proposal or abstain.
Answer choice (D): This choice is the Mistaken Negation of the conditional relationship in —the
second sentence:
all members abstain matter decided by city’s voters
Answer choice (E): This choice has no effect on the conclusion. Instead, it provides a view regarding
what should occur if the situation described in the conclusion occurs.
Justify the Conclusion—SN. The correct answer choice is (B)
Your task in this Justify the Conclusion question is to select the answer choice containing
information that, if added to the argument, would show the activist’s conclusion is valid.
Premise: any member of the city council ought either to vote against the propose or
abstain
vote against the proposal
city council member or
abstain
Premise: if all members abstain, the matter will be decided by the city’s voters
all members abstain matter decided by city’s voters
Conclusion: thus, at least one member of the city council should vote against the proposal
all members abstain
The correct answer in this Justify the Conclusion question will provide information sufficient
to show that at least one member of the council should vote against the proposal. Saying that at
least one member votes against the proposal has the same logical effect as saying not all members
abstain, the necessary condition of the contrapositive to the conditional relationship in the second
sentence. Thus, your prephrase is that the correct answer will provide the sufficient condition for the
contrapositive, that the matter should not be decided by the city’s voters.
The incorrect answer choices will not justify the conclusion, meaning they may merely support the
conclusion, have no effect on the conclusion, or weaken it.
Answer choice (A): While incorrect, this answer choice is attractive, because it appears from the
activist’s argument that the activist opposes the proposal, and would conclude it would be a bad thing
for the city’s voters to decide in favor of it. However, the issue in the argument was not whether the
proposal is passed, but whether the city’s voters should decide the matter.
Answer choice (B): This is the correct answer choice. This choice is correct, because it provides
the sufficient condition for the contrapositive to the conditional statement in the second sentence,
showing the conclusion to be valid.
Answer choice (C): This information has no effect on the conclusion. To say that no members of
the city council will vote in favor of the proposal is the same as saying the members will either vote
against the proposal or abstain.
Answer choice (D): This choice is the Mistaken Negation of the conditional relationship in —the
second sentence:
all members abstain matter decided by city’s voters
Answer choice (E): This choice has no effect on the conclusion. Instead, it provides a view regarding
what should occur if the situation described in the conclusion occurs.