by ohthatpatrick Thu Apr 19, 2018 8:17 pm
No, Necessary Assumptions don't guarantee the truth of the conclusion.
"Guarantee the conclusion" and "enough for the argument to be true" mean the same thing.
ALL SYNONYMOUS
conclusion follows logically
conclusion is properly drawn / properly inferred
airtight argument
logically valid
evidence is enough to imply / guarantee / ensure conclusion
Here's the simplest way to remember the difference between the two types of questions:
SUFF ASSUMP:
which answer, if added to the evidence, would allow me to 100% derive the conclusion?
NEC ASSUMP:
which answer, if negated, would most weaken the argument?
Consider this argument:
Jane lives in the United States and spends all her time in the same state. Therefore, she must live in Kansas.
SUFF ASSUMP:
If you spend all your time in the same state, you live in Kansas.
if I add this rule to the evidence, which said that Jane spends all her time in the same state, then I can 100% derive that Jane lives in Kansas.
NEC ASSUMP:
People who spend all their time in one state do not all live in California.
[i]If I negate this, it says that people who spend all their time in one state DO all live in California. That would mean that Jane lives in California, so this badly weakens (if not refutes) the original argument.
With a Sufficient Assumption, there are very few options for a correct answer (usually it will feel like there's only one possible correct answer, because there's usually only one missing link/idea in the arguments we're presented with for Sufficient Assumption).
With Necessary Assumptions, there are usually many possibilities for a correct answer. I could re-write the one I just provided for 48 other states (f.e. "People who spend all their time in one state do not all live in New Jersey"), and EACH of those assumptions is necessary, but none of them on their own could guarantee the truth of the conclusion.
Hope this helps.