What could happen if death and decay did not occur?

A) the wastes generated by organisms would not decompose and, consequently, the surface of the earth would become covered with non-decaying animal wastes
B) the decomposer component of the food chain would not be operating
C) Nutrient cycling would stop, so soils would eventually lose their fertility, plants would not be able to grow, and the food chain would collapse
D) all of the above
E) A and B only


Answer: D) all of the above

Environmental & Atmospheric Sciences

You might also like to view...

What type of rock likely composes the landscape shown in this photograph from the Investigation?

A. volcanic rocks, probably basalt B. metamorphic rocks C. sedimentary rocks D. granite

Environmental & Atmospheric Sciences

How do a-amylase and b-amylase differ in their functions?

A) They do not differ, they are two different enzymes which perform the same function. B) a-amylase hydrolyzes a(1 ? 6 ) glycosidic bonds, but b-amylase hydrolyzes b(1 ? 4 ) glycosidic bonds. C) a-amylase hydrolyzes a(1 ? 6 ) glycosidic bonds at in an orderly way, but b-amylase hydrolyzes a(1 ? 4 ) glycosidic bonds at random. D) a-amylase hydrolyzes a(1 ? 4 ) glycosidic bonds at random, but b-amylase hydrolyzes a(1 ? 4 ) glycosidic bonds in an orderly way.

Environmental & Atmospheric Sciences

Would most features of alpine glaciation be preserved in the geologic record? Why or why not? What about continental glaciation?

What will be an ideal response?

Environmental & Atmospheric Sciences

[NeedAttention]

src="data:image/png;base64,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

Environmental & Atmospheric Sciences