dietric.williams wrote:
girl_jobless.
each teen spending just as much as the avg adult doesn't necessarily indicate profitability. If the avg adult spend $5, then for three teens that $15 in revenue. but what if there are ten adults who each spend $5, that's $50 in revenue. Instantly you can see that teens aren't as profitable as adults in this scenario.
Also, the argument doesn't say "the average teenager spends as much as the average adult". It says, on average each teen spends just as much as the average adult. That's a hell of a trick that the question writer pulls huh?
Additionally, the argumentl doesn't take into account that ALL the new customers are teens (that's an assumption). Some of the new customers could be adults, and if that's the case, the store may be losing those customers due to their level of feeling "uncomfortable".
you're criticizing the right choice, but not necessarily for the right reason.
the objection you've raised here - that there could be more adults than teens - is irrelevant, since answer choice (d) is concerned with profit
per person (read it carefully). since the choice is normalized in this way, it actually doesn't matter how many of each type of customer there are.
what matters here is that
choice (d) confuses REVENUE with PROFIT. that is the problem.
i.e., we know only that each teenager SPENDS the same amount of money, on average, as does each adult (= equal revenues). however, we don't know the relative COSTS of the items that each is buying, so we can't tell who is more profitable.