Question Type:
Explain Discrepancy
Stimulus Breakdown:
Ten loans, ranging from 1k to 100k. Each loan has a higher payment each month over the 5 year term of the loan. YET, the average payment on these loans was lower towards the end of the 5 years.
Answer Anticipation:
GIVEN THAT each loan's monthly payment would be higher each month,
HOW CAN IT BE THAT towards the end of the five years, the average payment had gone down?
(normally we don't need to try to predict how they'll resolve a paradox, but it seems like this one only works if some of the higher value loans were paid off in advance of the 5-year deadline)
Correct Answer:
D
Answer Choice Analysis:
(A) The paradox is only about these ten loans, so other loans are irrelvant.
(B) Again, this introduces other loans, when we only care about the ten described.
(C) Don't care about most banks, nor do I care about loans beyond 100k, since we only care about the ten loans described in the stimulus.
(D) Here we go! Once you're no longer getting payment on the big loans (which would have the highest monthly payments), then your average monthly payment will be lower than it was.
(E) Cool, but it doesn't decrease for THESE loans, and those are the ones we care about.
Takeaway/Pattern: Only one of the five answers actually addressed the content of the paradox (the ten loans between 1k and 100k), so this was a really easy question, except for the fact that understanding how it works mathematically will be a challenge to more math-phobic LSAT students.
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