The relationship between the dung beetles and the cattle is a type of

A) mutualism.
B) parasitism.
C) intraspecific competition.
D) interspecific competition.


A

Environmental & Atmospheric Sciences

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WTE combustion facilities

A) extend the life of landfills by decreasing waste volume. B) are able to eliminate the disposal of MSW. C) increase the volume of MSW that must be buried in landfills. D) ultimately increase the use fossil fuels to generate electricity.

Environmental & Atmospheric Sciences

Because shales are easily eroded, the areas where they are exposed typically

A) have soft slopes and soil cover. B) are covered in angular boulders and cobbles. C) form steep cliffs.

Environmental & Atmospheric Sciences

Which item is not considered to have a basic pH?

a. baking soda b. household ammonia c. black coffee d. seawater e. bleach

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences