A(n) ________ coast will be created when sea level rises or the land subsides
A) exposed
B) emergent
C) submergent
D) eroded
Answer: C
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Most mountain ranges formed through cooling of the Earth's crust, which resulted in wrinkling as it contracted
Indicate whether this statement is true or false.
The largest sand dunes in dry climates can stretch
a) hundreds of meters b) tens of meters c) hundreds of kilometers
Most Earth subsystems are open systems
Indicate whether the statement is true or false
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