Library/PT 104/Sec 2/Reading Comp
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Reading Comprehension

Passage Breakdown

John Lowe studies the Classic Maya collapse by looking at dated carved monuments to see when places were occupied. He traces more monument-building from A.D. 672–751 without geographic growth, then alliance breakdowns (751–790), deaths exceeding births (790–830), and a stop in construction after about 830 that led to collapse within a century. Lowe explains this as population growth forcing harder farming that harmed the soil, while a growing elite pulled labor away for monuments and luxuries, which led to war and refugee movements that caused states to fail in a chain reaction. But his story depends on assuming that when people stopped carving monuments a site was abandoned, so if people kept living there after carving ended his timeline and cause could be wrong.

Logic Breakdown

Spot Lowe's key inference: he treats the cessation of monument construction as evidence a site was abandoned. Choose the option that parallels inferring the disappearance/transfer of something from the stopping of a related activity.

Passage Stimulus

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24.

Which one of the following is most closely analogous to the assumption Lowe makes about the relationship between monument construction and Classic Mayan cities?

Correct Answer
E
The passage states: 'Using the erection of new monuments as a means to determine a site's occupation span, Lowe assumes that once new monuments ceased to be built, a site had been abandoned.' Lowe therefore infers that the stopping of a particular activity (building monuments) indicates the disappearance/transfer of what that activity signified (occupation). Option E matches this pattern exactly: the person infers that a friend sold her stamp collection because she has stopped purchasing new stamps—inferring loss of the collection from cessation of a related activity. The passage reinforces this inference form by noting that sites might have 'remained heavily settled long after the custom of carving dynastic monuments had ceased,' illustrating the precise kind of inference in E.
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