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ResearchersStudy yearEstimated average velocityMurai and Fujimoto1980344 km/sKallivayalil and colleagues2006378 km/sGardiner and colleagues1994297 km/...

GMAT Information and Ideas : (Ideas) Questions

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ResearchersStudy yearEstimated average velocity
Murai and Fujimoto1980344 km/s
Kallivayalil and colleagues2006378 km/s
Gardiner and colleagues1994297 km/s

In 2006, Nitya Kallivayalil and colleagues calculated the most accurate estimate yet of the average velocity (in kilometers per second) of the Large Magellanic Cloud (LMC) galaxy. Before the 2006 study, estimates of the average velocity were low enough for the LMC to maintain an orbit around the Milky Way galaxy, but according to an analysis by Gurtina Besla and colleagues, the estimated velocity from the 2006 study is too high for the LMC to maintain such an orbit. Therefore, if Besla and colleagues are correct, the maximum average velocity for the LMC that would allow it to maintain orbit around the Milky Way is likely ______

Which choice most effectively uses data from the table to complete the statement?

A

above 344 km/s but below 378 km/s.

B

above 297 km/s but below 344 km/s.

C

above 378 km/s.

D

below 297 km/s.

Solution

Step 1: Decode and Map the Passage

Part A: Create Passage Analysis Table

Text from PassageAnalysis
"In 2006, Nitya Kallivayalil and colleagues calculated the most accurate estimate yet of the average velocity (in kilometers per second) of the Large Magellanic Cloud (LMC) galaxy."
  • What it says: 2006: K & colleagues calculated most accurate LMC velocity estimate yet
  • What it does: Introduces the key 2006 study and establishes it as the most precise measurement
  • What it is: Context/background claim
"Before the 2006 study, estimates of the average velocity were low enough for the LMC to maintain an orbit around the Milky Way galaxy"
  • What it says: Pre-2006 estimates were low enough for orbit around Milky Way
  • What it does: Contrasts earlier estimates with what we just learned about 2006
  • What it is: Historical context
"but according to an analysis by Gurtina Besla and colleagues, the estimated velocity from the 2006 study is too high for the LMC to maintain such an orbit."
  • What it says: Besla analysis: 2006 velocity is too high for orbit
  • What it does: Presents a contradictory finding that challenges the orbital assumption
  • What it is: Conflicting evidence/claim
"Therefore, if Besla and colleagues are correct, the maximum average velocity for the LMC that would allow it to maintain orbit around the Milky Way is likely ______"
  • What it says: If Besla correct then max orbital velocity is [blank]
  • What it does: Sets up the logical conclusion we need to determine
  • What it is: Inference setup

Part B: Provide Passage Architecture & Core Elements

Visual Structure Map:
[2006 STUDY] - Most accurate estimate (378 km/s from table)
[PRE-2006 CONTEXT] - Earlier estimates allowed orbit (344 km/s, 297 km/s from table)
[BESLA ANALYSIS] - 2006 estimate too high for orbit
[LOGICAL QUESTION] - What is the maximum that would allow orbit?

Main Point: We need to determine the maximum velocity that would allow the LMC to orbit the Milky Way, given that pre-2006 estimates were acceptable but the 2006 estimate is too high.

Argument Flow: The passage establishes that the 2006 study provided the most accurate velocity estimate, then contrasts this with earlier estimates that were considered low enough for orbital maintenance. However, Besla's analysis suggests the 2006 estimate is too high for orbit, leading us to determine where the maximum orbital velocity threshold lies.

Step 2: Interpret the Question Precisely

This is a fill-in-the-blank question asking us to choose the best logical connector. The answer must create the right relationship between what comes before and after the blank.

Step 3: Prethink the Answer

  • Looking at our table data and passage logic, we know that pre-2006 estimates (297 km/s and 344 km/s) were considered acceptable for orbit maintenance, while the 2006 estimate (378 km/s) is deemed too high
  • This means the maximum orbital velocity must be somewhere between the highest acceptable estimate and the unacceptable 2006 estimate
  • The range should logically fall above the previous estimates that worked (since 344 km/s was still acceptable) but definitely below 378 km/s (which is too high according to Besla)
  • So the right answer should indicate a velocity range that's higher than 344 km/s but lower than 378 km/s
Answer Choices Explained
A

above 344 km/s but below 378 km/s.

✓ Correct
  • This range (above 344 km/s but below 378 km/s) perfectly captures the logical boundary
  • It's higher than the acceptable pre-2006 estimates but lower than the problematic 2006 estimate
  • Matches our prethinking about where the orbital threshold must lie
B

above 297 km/s but below 344 km/s.

✗ Incorrect
  • This suggests the maximum is between 297 and 344 km/s
  • But we know 344 km/s was still acceptable for orbit, so the maximum should not be lower than this
C

above 378 km/s.

✗ Incorrect
  • This suggests velocities above 378 km/s would allow orbit
  • Directly contradicts Besla's finding that 378 km/s is too high for orbit maintenance
D

below 297 km/s.

✗ Incorrect
  • This suggests the maximum is below 297 km/s
  • But 297 km/s was one of the acceptable pre-2006 estimates, so the maximum cannot be lower than this
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