What type of plate boundary is depicted in this figure?
A. continental collision
B. continental rift
C. ocean-continent convergent boundary
D. ocean-ocean convergent boundary
E. divergent and transform boundaries
Answer: B
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Rocks can contain some organic material but minerals cannot
Indicate whether the statement is true or false
In the old practice of taking a pet canary into a coal mine to detect the presence of carbon monoxide, the canary represents a(n) ____ species.
A. generalist B. native C. indicator D. specialist E. keystone
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
Which fossil fuel is the dirtiest to burn?
A. oil B. natural gas C. coal D. wood E. biomass