What type of information can scientists derive from observing deep-ocean cores?
A) how much light penetrates the ocean
B) information about historical changes in Earth's climate
C) historical changes in tidal cycles
D) direct measurements of salinity over time
B
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Strike-slip faults have primarily horizontal, rather than vertical, motion
Indicate whether the statement is true or false
Measure from the 500? contour line on the west side of the feature, across the summit at 667?, to the 500? contour line on the east side of the feature. How wide is the feature?
Use the profile constructed in Figure 23.5 to answer the question and completion items.
What will be an ideal response?
Outline how the formation of the Hawai'ian Islands contributed to the evidence of plate tectonics. What will be an ideal response?
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