I got this question correct, but I marked it for BR because I like analyzing parallel questions for practice. During BR, I am having a ton of trouble eliminating B.

Specifically, the flaw in the argument is your typical invalid argument form: A-->B. B. Therefore A. The argument invalidly uses the converse of the premise as the conclusion.

Answer choice A clearly does that, and this is the correct answer. However, doesn't answer choice B technically do this as well?

Here is my breakdown of B:

Discover something new-->Examined all possible solutions. Fran -Discover something new. Therefore, -Examine all possible solutions. This answer choice invalidly uses the inverse of the premise. Nevertheless, if you take the contrapositive of the conclusion, Examine all possible solutions-->Discover something new, isn't this logically identical to the flaw in the passage? In other words, am I misreading something in this answer choice, or is the "form" better than the "substance?"

Thanks.

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3 comments

  • Tuesday, Sep 15 2015

    Thanks, guys. I see it. I think I drank a little too much coffee this morning, and I overthought this during BR haha

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  • Tuesday, Sep 15 2015

    I'll take a crack (warning: I'm using "!" to mean "not"):

    As you says this flaw is:

    A -> B

    B

    ___________

    A

    What's the flaw in B?

    If you have discovered something new (DSN), then you have examined all possibilities (EAP).

    DSN->EAP

    Fran has NEVER discovered something new (!DSN). Therefore Fran has never explored all possibilities (!EAP).

    So the flaw here is:

    A->B

    !A

    __________

    !B

    I think your issue may be with the "therefore" in answer B. As it's not saying !DSN->!EAP, it's saying:

    !DSN

    _______

    !EAP

    Does this follow for you? I admit that I'm possibly wrong, but that's the way I see it.

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  • Tuesday, Sep 15 2015

    It's a very similar flaw, but the one in the stimulus is an incorrect reversal (mixing up suff and nec) while the one in answer choice B is an incorrect negation (taking the absence of the suff as proof of the absence of the nec).

    Your template for the stim is perfect, so compare it to how B is diagrammed:

    DSN-->EAS

    /DSN

    ------------------------

    /EAS

    This is a different logical flaw than:

    A-->B

    B

    --------------

    A

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