The table below details 2025 annual operational metrics for eight commercial container terminals at a regional maritime port hub:
| Terminal | Annual Cargo Volume (Thousand TEUs) | Automated Crane Ratio (%) | Average Berth Dwell Time (Hours) | On-Time Vessel Clearance Rate (%) |
|---|---|---|---|---|
| Terminal A | 1,250 | 80% | 18.5 | 92% |
| Terminal B | 840 | 65% | 24.0 | 85% |
| Terminal C | 2,100 | 90% | 14.2 | 96% |
| Terminal D | 620 | 40% | 31.0 | 74% |
| Terminal E | 1,600 | 75% | 21.5 | 88% |
| Terminal F | 950 | 50% | 26.8 | 81% |
| Terminal G | 1,850 | 85% | 16.0 | 94% |
| Terminal H | 1,100 | 60% | 22.4 | 86% |
Based on the table, evaluate the following claim: Exactly two of the three statements below are True.
Statement I: When the terminals are sorted in descending order by Annual Cargo Volume, the median Average Berth Dwell Time for the top 4 terminals is less than hours.
Statement II: For every terminal where the Automated Crane Ratio is at least , the On-Time Vessel Clearance Rate is greater than .
Statement III: The mean Annual Cargo Volume across all 8 terminals is greater than thousand TEUs.
Answer: Answer
Answer
False. Only Statement II is True (Statement I and Statement III are both False). Therefore, exactly one statement is True, making the overall claim False.
Evaluating each component statement reveals that Statement I is False (median is hours, which is not less than ), Statement II is True (all four terminals with crane automation exceed clearance rate), and Statement III is False (mean cargo volume is , not greater than ). Because only one statement is True, the claim stating that exactly two statements are True is False.
Step-by-Step Solution
Key Concept
Multi-Statement Boolean Evaluation using tabular data sorting, conditional filtering, and descriptive statistics.