Difficulty: Easy
Correct Answer: 3.5
Explanation:
Introduction / Context: The salinity of seawater is a foundational parameter in environmental and marine engineering. It influences density, buoyancy, osmotic pressure, and the performance of desalination processes. A common benchmark is the average ocean salinity expressed as mass percent of dissolved salts.
Given Data / Assumptions:
Concept / Approach: Average seawater salinity is classically cited near 35 grams of salts per kilogram of water. Converting 35 g/kg to a percentage gives approximately 3.5 percent by mass. This value is used in standard textbook problems, oceanographic references, and as a baseline for desalination design calculations.
Step-by-Step Solution:
Recall the canonical salinity: about 35 g/kg.Convert to percent: 35 g per 1000 g ≈ 3.5%.Check against options and select 3.5.Verification / Alternative check: Many oceanographic datasets cluster around 34–36 g/kg; slight regional deviations do not change the widely accepted ~3.5% figure for general-use MCQs.
Why Other Options Are Wrong:
0.5% or 1%: Far below typical ocean salinity; closer to brackish water ranges.10%: Much higher than open ocean; would imply hypersaline conditions (e.g., enclosed salt lakes) rather than oceans.Common Pitfalls: Confusing parts per thousand (ppt) with percent; 35 ppt equals 3.5%, not 35%.
Final Answer: 3.5
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