The viewpoint that people, not environments, are the dynamic forces of cultural development is known as ________.

A. diffusionism
B. environmental determinism
C. possibilism
D. regionalism


Answer: C

Environmental & Atmospheric Sciences

You might also like to view...

What is Brexit? What are its potential repercussions?

What will be an ideal response?

Environmental & Atmospheric Sciences

When might you be able to see a halo around your head, and what would cause this?

What will be the ideal response?

Environmental & Atmospheric Sciences

Which city has the highest number of cars relative to people, according to the 2015 world average?

A) Doha B) Dubai C) Abu Dhabi D) Riyadh E) Kuwait

Environmental & Atmospheric Sciences

[NeedAttention]

src="data:image/png;base64,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

Environmental & Atmospheric Sciences