An alluvial terrace is evidence of aggradation
Indicate whether the statement is true or false
FALSE
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Use the diagram below to answer the questions that follow.Which represents rocks composed of granite and is older than F?
A. A B. H C. C D. D E. E
When carbon dioxide dissolves in water, the water becomes slightly more ____
A) acidic, meaning that its pH is higher B) acidic, meaning that its pH is lower C) alkaline, meaning that its pH is higher D) alkaline, meaning that its pH is lower
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
You work for the National Park Service and have ideas on how to improve Mission 66. What are you working on?