Reading Comprehension
Passage Breakdown
Earthquake scientists usually dig trenches and use carbon-14 dating of buried wood to tell when past quakes happened, but carbon-14 can be off by about 40 years. Geologists Bull and Brandon suggest lichenometry: big quakes cause many rocks to fall, and slow-growing lichens quickly start on the fresh rock and expand at a steady rate (one species grows about 9.5 mm per 100 years), so the largest lichen on a boulder tells how long ago it fell. Many boulders with the same lichen age in an area suggest a single quake and help find its epicenter. Lichenometry can be more accurate (about ±10 years) but is best for events in the last 500 years and needs careful site choice and growth-rate checks to avoid errors from avalanches, shade, or wind.
Logic Breakdown
Ask what role the first paragraph plays for the rest of the passage: identify that paragraph 1 describes the standard trenching/radiocarbon method, and then see whether later paragraphs introduce or compare an alternative method to it.
Passage Stimulus
Passage Redacted
Unlock Full Passage5.The primary purpose of the first paragraph in relation to the rest of the passage is to describe
Correct Answer
B
The first paragraph summarizes the established technique used by seismologists: 'To study centuries-old earthquakes and the geologic faults that caused them, seismologists usually dig trenches along visible fault lines, looking for sediments that show evidence of having shifted.' It then describes radiocarbon dating: 'Using radiocarbon dating, they measure the quantity of the radioactive isotope carbon 14 present in wood or other organic material trapped in the sediments when they shifted.' The second paragraph immediately introduces an alternative: 'Geologists William Bull and Mark Brandon have recently developed a new method, called lichenometry, for detecting and dating past earthquakes,' and the third paragraph explicitly compares the methods: 'Lichenometry has distinct advantages over radiocarbon dating.' Thus the first paragraph's primary purpose is to present an established procedure to which the new procedure is compared.
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