The Cascadia subduction zone in the Pacific Northwest generates tsunamis

Indicate whether the statement is true or false


TRUE

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences

What is GPS? Give several examples of its utility in physical geography

What will be an ideal response?

Environmental & Atmospheric Sciences

Why is nuclear power so expensive?

What will be an ideal response?

Environmental & Atmospheric Sciences

Which of the following describes worrying changes occurring in the environment worldwide?

A. Lowering sea levels and increased rainfall B. Increases in ice cover C. Increasing ocean alkalinity D. Increases in permafrost cover E. More intense droughts, and rivers that are running dry

Environmental & Atmospheric Sciences