[NeedAttention]
src="data:image/png;base64,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
Answer: C
You might also like to view...
A red shift indicates a light source
A. approaching. B. decreasing in energy. C. in decay. D. going away.
The deepest places in the ocean are those in which rifting occurs
Indicate whether the statement is true or false
The most direct example of an atmosphere-lithosphere exchange is
A. an active coral reef colony. B. a forest being planted. C. a wave breaking on a shoreline. D. a volcanic eruption.
Hot mantle rock rising slowly by convection under parts of the ocean explains ________.
A. the location of earthquakes B. underwater volcanoes C. the thickness of the continents D. the unexpectedly high heat flow under the oceans E. mid-oceanic ridges