esledge Wrote:Missing from the original post is the question itself: "If the statements above are true, which of the following must be true?"
This is a Draw a Conclusion question, on which you should look for the most factual, provable answer.
In my view, "box office receipts" = "revenue," as the box office is the ticket sales office, where all the revenue is collected. I'll address the choices you all questioned.
(A) The term "significantly more than" is subject to interpretation, thus we can't fully prove this one. We know that the box office receipts so far are exactly 20 percent greater than the receipts for independent movies last year, but how much must be taken in during the 2nd half of the year to make it "significantly more"?
So, the earlier Guest who posted concern about those words was right on. To the other Guest who pointed out that the 2nd half of the year is just a prediction, good call. Note that any receipts in the 2nd half (even if greatly reduced) will add to the total for this year. Worst case, no money at all is collected in the 2nd half, and "significantly more than" would be false.
(C) Watch out--The price of a movie ticket only relates to revenues or box office receipts if you ASSUME that the number of tickets sold is constant. Do not assume anything as you answer Draw a Conclusion questions.
(D) This is completely provable. If the box office receipts of all independent films last year is B, then the receipts for the independent movies for the first half of this year is 1.2B (20% greater). Last year, there were 50 such films. In the first half of this year, 20 such films. Average revenues: 1.2B/20 (1st half this year) > B/50 (all of last year).
(E) Watch out--Greater box office receipts for fewer movings might seem to imply greater number of tickets sold, but that ASSUMES that the ticket price is constant. Sneshi, note that you even used the word "probably," which is a dangerous word to use when Drawing a Conclusion! You want to be able to say "definitely." Also, if you really want to split hairs, I think you could argue that "seeing" a movie is different from "paying to see" a movie, but (E) is wrong even if we ignore that distinction.
Emily,
I still don't agree completely with answer D. Just because this year there are 20% more receipts doesn't prove that this years revenue will be more, reason being, what if this year's price for one receipt is $5 and last year's price was $15. Now lets say last year total independent movies were 100.
So total revenue last year: 100 x 15 = $1500/-
Total revenue this year's first half : (1.2) x 100 x 5 = $600/-
So Last year's revenue > This year's (first half) revenue.
Furthermore, just assume the same revenues for the remaining half of this year:
First half ($600) + Next half ($600): $1200/-. This is still less than the last year's revenue.
Given in this scenario, the average revenue for last year will be more than that of the current year.
I would say D can make sense if in the question argument it is explicitly stated that the price of the tickets during both the years is same.
what say ?
Thanks!
GeeMate.