Persistent pesticides decompose quickly and present less of an environmental hazard.
Answer the following statement true (T) or false (F)
False
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Acoustic profiling is used to study ________.
A. sediment size B. sediment distribution C. sediment size and sediment distribution D. seafloor structure E. sediment distribution and seafloor structure
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
This is the first type of cloud an observer will see when a warm front is approaching
A) low-level stratus. B) nimbostratus. C) altostratus. D) cirrus.
Which one of the following is a secondary pollutant?
A) sulfuric acid B) particulate matter C) volatile organics D) carbon monoxide