- Fri Jan 21, 2011 12:00 am
#23387
Complete Question Explanation
Parallel Flaw-SN. The correct answer choice is (D)
This is another Parallel question that contains conditional reasoning. Notice that the question stem mentions the "error of reasoning." Any time a Parallel question mentions "flawed reasoning" or an "error in reasoning" and it contains conditional reasoning, the "flaw" or "error" is most likely either a Mistaken Reversal or a Mistaken Negation. In this case, the stimulus contains a Mistaken Negation.
You can diagram the stimulus as follows: If T (throbbing) then P (serious dental problem). If P then TD (tooth decay) or GD (gum disease). These two statements combine then to say: if T → TD or GD. Then the conclusion is: T (not throbbing) → TD or GD. This is a classic mistaken negation. We simply need to diagram the answer choices to find another mistaken negation.
Answer choice (A): The reasoning in this answer choice is sound. If C (a person drinks a lot of coffee) then JN (jittery nerves). If JN → N or S (neither types of medicine). Therefore, If C → N or S. The conclusion is the second sentence here (notice the "therefore"), so be careful not to assume the conclusion is always the last sentence and let this answer choice trick you.
Answer choice (B): Again, this answer choice has logically sound reasoning. First, however, notice that the conclusion is "he is not doing so legally." This conclusion does match the conclusion in the stimulus because it has two aspects—"neither tooth decay nor gum disease." This answer is a legitimate contrapositive. It would be diagrammed as follows: if LP (legal psychiatrist)→MD and T. T→ LP.
Answer choice (C): Although this answer choice demonstrates flawed reasoning, it does not match the reasoning of the stimulus Again, notice that the conclusion here is "probably not" which is not the same as the absolute conclusion in the stimulus. If SNC (severe nasal congestion) → SI or A (sinus infection or allegery). SI→ SNC. This is not a contrapositive because only one of the "or" terms is negated and they would both have to be to make it logically sound. However, that is not really of concern because the reasoning does not match and the conclusions are entirely different (notice the "not").
Answer choice (D): This is the correct answer choice, another Mistaken Negation. If P or C (if interested in physics or chemistry) then CM (consider a career in medicine). P and C→ CM. Notice the double element of the conditional reasoning, and especially notice how the Mistaken Negation matches exactly.
Answer choice (E): Although this answer is more difficult to diagram, you can eliminate it immediately by finding the conclusion and doubling it with the stimulus. "Kim must have been trained" is different than "can be suffering from neither." Here the diagram would be: If ST (specialized training) →Oph or Opt. Kim has ST →Kim must be Oph or Opt.
Parallel Flaw-SN. The correct answer choice is (D)
This is another Parallel question that contains conditional reasoning. Notice that the question stem mentions the "error of reasoning." Any time a Parallel question mentions "flawed reasoning" or an "error in reasoning" and it contains conditional reasoning, the "flaw" or "error" is most likely either a Mistaken Reversal or a Mistaken Negation. In this case, the stimulus contains a Mistaken Negation.
You can diagram the stimulus as follows: If T (throbbing) then P (serious dental problem). If P then TD (tooth decay) or GD (gum disease). These two statements combine then to say: if T → TD or GD. Then the conclusion is: T (not throbbing) → TD or GD. This is a classic mistaken negation. We simply need to diagram the answer choices to find another mistaken negation.
Answer choice (A): The reasoning in this answer choice is sound. If C (a person drinks a lot of coffee) then JN (jittery nerves). If JN → N or S (neither types of medicine). Therefore, If C → N or S. The conclusion is the second sentence here (notice the "therefore"), so be careful not to assume the conclusion is always the last sentence and let this answer choice trick you.
Answer choice (B): Again, this answer choice has logically sound reasoning. First, however, notice that the conclusion is "he is not doing so legally." This conclusion does match the conclusion in the stimulus because it has two aspects—"neither tooth decay nor gum disease." This answer is a legitimate contrapositive. It would be diagrammed as follows: if LP (legal psychiatrist)→MD and T. T→ LP.
Answer choice (C): Although this answer choice demonstrates flawed reasoning, it does not match the reasoning of the stimulus Again, notice that the conclusion here is "probably not" which is not the same as the absolute conclusion in the stimulus. If SNC (severe nasal congestion) → SI or A (sinus infection or allegery). SI→ SNC. This is not a contrapositive because only one of the "or" terms is negated and they would both have to be to make it logically sound. However, that is not really of concern because the reasoning does not match and the conclusions are entirely different (notice the "not").
Answer choice (D): This is the correct answer choice, another Mistaken Negation. If P or C (if interested in physics or chemistry) then CM (consider a career in medicine). P and C→ CM. Notice the double element of the conditional reasoning, and especially notice how the Mistaken Negation matches exactly.
Answer choice (E): Although this answer is more difficult to diagram, you can eliminate it immediately by finding the conclusion and doubling it with the stimulus. "Kim must have been trained" is different than "can be suffering from neither." Here the diagram would be: If ST (specialized training) →Oph or Opt. Kim has ST →Kim must be Oph or Opt.