________ has the most rivers with high sediment loads

A) North America
B) South America
C) Southeast Asia/China
D) Europe/Russia


Answer: C

Environmental & Atmospheric Sciences

You might also like to view...

[NeedAttention]

src="data:image/png;base64,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

Environmental & Atmospheric Sciences

The periods between glaciations are separated by warmer ____ stages

a. endothermic b. intercyclic c. interglacial d. thermostatic e. intermontaine

Environmental & Atmospheric Sciences

What continent has a majority of the world's Internally Displaced Persons?

A) Africa B) Asia C) Europe D) North America E) South America

Environmental & Atmospheric Sciences

The process of substitution or subordination of one set of cultural traditions by another, either by force or by degrading those who fail to acculturate and rewarding those who do, is known as ________

What will be an ideal response?

Environmental & Atmospheric Sciences