by ericha3535 Sun Feb 10, 2013 1:40 am
Ok, this argument is tough so bear with me.
This argument commits the equivocation fallacy.
The conclusion and the relevant premise that supposedly supports such conclusion basically discuss two different subjects:
basically, the premise is saying: if X and Y and Z give DNA samples to the computer, the computer won't know which DNA sample comes from whom.
The conclusion however says: even if X's DNA does not match with the DNA sample from the crime scene, X should not be exonerated.
Thus, conclusion is unwarranted: since everyone's DNA is unique as said in the argument, if X's argument is different from the one from crime scene, X should be exonerated.
That's the flaw.
Now, what does B say? B is trying to point out the argument's assumption.
B is essentially saying that the argument confuses the former, which is that the DNA test that often fails to distinguish among DNA samples taken from distinct individuals, with the latter, which is that as if one person is able to give out different DNA samples.
Let me give you an example.
Paul and Jack were caught as suspects for killing a cat.
Their samples were taken in.
Paul's DNA sample was called A and Jack's sample was called B.
However, the computer said B is Paul's DNA sample where as A is Jack's sample.
Detective Johnson knew that computer would make this kind of error.
So he says "even though the DNA sample, so called C, from the crime scene does not match B nor A, Jack and Paul shouldn't be released because computer mistakes stupid mistakes all the time."
What's his assumption? He assumes each person, Paul and Jack,has this magical power to alter his DNA structure so that he might produce DNA samples that match with C.