What are four clues that can help geologists recognize a terrane? What will be an ideal response?


Terranes will have different fossil content, stratigraphy, structural trends, and paleomagnetic
properties than adjacent rock.

Environmental & Atmospheric Sciences

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The Earth's axial alignment varies throughout the year

Indicate whether the statement is true or false

Environmental & Atmospheric Sciences

Human consumption of which of the following components of seawater helps prevent goiter?

A) Calcium B) Iodine C) Magnesium D) Sodium E) Sulfate

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences

Consider the winter scenario in which a large section of the Prairies has had no electricity due to downed power lines. Which of the following forms of precipitation most likely produced this situation?

A. sleet B. hail C. snow D. freezing rain

Environmental & Atmospheric Sciences