Question 1
The figure below shows a ________ boundary.
![](data:image/png;base64, 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)
◦ transform
◦ hot spot
◦ divergent
◦ convergent
Question 2
The lithosphere is the outer layer of the earth characterized by ________.
◦ magma
◦ layers of both hard and soft rocks
◦ soft rocks that flow easily
◦ hard rocks that break