Quote:
Fast-food restaurants make up 45 percent of all restaurants in Cantaria. Customers at these restaurants tend to be young; in fact, studies have shown that the older people get, the less likely they are to eat in fast-food restaurants. Since the average age of the Canatrian population is gradually rising and will continue to do so, the number of fast-food restaurants is likely to decrease.
Which of the following, if true, most seriously weakens the argument?
(B) Some older people eat at fast-food restaurants more frequently than the average young person.
(D) The overall population of Canatria is growing steadily.
Vyshak, it's true that choice (D) might not weaken the argument. We can think of scenarios, like the one you described, in which choice (D) would have no effect. But remember that we are looking for an answer choice that most seriously weakens the argument, not an answer choice that definitely weakens the argument.
Quote:
Great question! Even if it's true that some older people eat at fast-food restaurants more than the average young person does, this doesn't affect the fact given in the argument that the older you get, the less fast food you eat. So in the future, as the population gets older, people will eat less fast-food -- even if there are some old people who still eat more fast food than all the teenagers.
If you want to think about it a bit more quantitatively, the argument is telling us that there's a distribution for young people and another distribution for old people and that the mean for old people is lower than the mean for young people. Answer choice (B) is telling us that the standard deviation for old people is high because there are some old people who eat more than the average young person (and therefore a whole lot more than the average old person). But if we're concerned with the total demand for fast-food, we only care about the mean for each distribution and how many people are in each group (because mean consumption will equal total consumption divided by n). The standard deviation doesn't matter.
I hope this helps!
Hi
GMATNinja - Thank you for following up.
Was reviewing your response in the yellow and I think I bit off more than what I can chew. I am not able to visualize what you are saying in the yellow unfortunately.
Focussing on the purple specifically
- Are you saying, that even if the word "Some" in option B is referring to a % as high as 49 % - that still does not weaken the argument ?
Are you saying that the reason that it STILL does not weaken the argument is :
-- 49 % of the elderly go to Fast food chains more frequently but perhaps order just a small coffee
Even if 49 % of the elderly go to McDonald's more frequently, it doesn't necessarily mean they will order large meals ?
I suppose another variable about frequency of visits vs average order size exists (though the argument per my understanding does not necessarily state that the "Total fast food consumption" by the young > total fast food consumption)
Feel free to correct me if i am wrong
Thank you !