by uhdang Wed Apr 15, 2015 9:36 pm
Hi, I was rather confused with B), because current consumption rate AFTER raising tax wouldn't be the same and it does tell us an INCORRECT figure. But then, when I looked back, it wouldn't be "current" consumption rate anymore, and that's how I eliminated B). Does this sound right?
And here is the whole question breakdown.
This is a Flaw question.
Core:
Gas tax of one cent per gallon raise one billion dollars per year at current consumption rates.
==>
A tax of fifty cents per gallon would raise fifty billion dollars per year.
==>
a perfect way to deal with the federal budget deficit.
(Separate additional Info) Additional advantage of resulting drop in the demand would lead to ecologically sound and keep our country from being too dependent on foreign oil producers.
@ Current consumption rate times one cent per gallon raises billion dollars per year. In principle, raising tax, regardless of how much, would reduce the consumption rate. So, the math wouldn’t be the same as what the author is speculating. Thus, claiming for fifty billion dollars per year from raising the tax is unreasonable, and it wouldn’t be a perfect way to contribute to resolving budget deficit. Contradiction occurs in this argument because raising tax would not lead to the same consumption rate while the author is claiming for it.
===== Here are the answer analysis =====
A) Data is not irrelevant, but speculation with data is incorrect.
B) With the change in tax, current consumption rate given will change. But at the same time, it won’t be “current” consumption rate anymore. It would be a future consumption rate (which will be smaller than the current consumption rate)
C) Assumption here is that consumption rate won’t change as demand goes down. This is incompatible. Won’t work like this. (ANSWER)
D) Reverse reasoning is not happening here. Reverse of the reasoning would be something like , Solving budget deficit would lead to raising fifty billion dollars with raised gas tax to fifty cents per gallon.
E) No appeal fallacy happening here.
"Fun"