In 1994, TipTop Airlines reported an increase in the total number of passengers it carried from the year before, but a decrease in total revenues — even though prices for its tickets on all routes remained unchanged during the two-year period.
Which of the following, if true, best reconciles the apparent paradox described above?
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The paradox is weird until you realize more people doesn't mean more money. D explains it — shorter trips cost less. Classic trap about counting passengers vs. revenue.
wait, if tickets on all routes stayed the same price, how do shorter trips change revenue? A shorter trip is a different route, so it's a cheaper ticket, right?
thanks, helpful
Got this one quick. More passengers, less money = they must have paid less per person on average.
huh I picked B at first because more passenger miles sounds like more activity, but that would actually increase revenue not decrease
same lol. B is the opposite direction, it makes the paradox worse not better
What it tests
Whether you can explain an apparent contradiction in a way that makes both facts true.
Common trap
Picking an option that explains one side of the paradox while making the other side false.