[NeedAttention]

src="data:image/png;base64,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


Answer: E

Environmental & Atmospheric Sciences

You might also like to view...

Which essential gas is often in an unusable form in the ocean and atmosphere?

A) Nitrogen B) Oxygen C) Carbon dioxide D) All of these choices

Environmental & Atmospheric Sciences

A home located about 500 feet from an abandoned landfill explodes in a giant ball of flames. This is a mystery, as the home only uses electricity for cooking and heating the home. Most likely, this disaster was caused by

A) groundwater contamination from the landfill into the home. B) biogas that seeped from the landfill along horizontal cracks and into the home. C) gasoline or other flammable substances that leached from the landfill into the home. D) corrosives that leached from the landfill into the home and degraded the home's electrical wires.

Environmental & Atmospheric Sciences

What feature is found when there is a time gap in the geologic record?

A. unconformity in the rock unit B. inclusion rock unit C. deformed rock unit

Environmental & Atmospheric Sciences

Which of the following explains why many household septic systems end up contaminating the shallow groundwater system?

A. all of the answers listed here B. drain field becomes plugged by solids leaving the septic tank C. residents pouring household chemicals down their drains D. water table is too high for the system to operate properly E. permeability of material beneath drain field is too low for proper drainage

Environmental & Atmospheric Sciences