An environmental scientist is least likely to be involved with which of the following?

A) launching NASA satellites that monitor changes in carbon dioxide production on Earth
B) studying X-ray emissions for evidence of black holes
C) studying the relationship between soil fungi and aspen trees in areas that are being restored after oil sand mining
D) determining the best fuel to generate electricity for a growing city in Arizona
E) helping a rancher determine the best ways to rotate herds of cattle to reduce erosion


B

Environmental & Atmospheric Sciences

You might also like to view...

The United States is a nation of immigrants, and currently takes in 20% of the world's migrants yearly. The issue of immigration, especially illegal immigration, is controversial among citizens and business people. What are the arguments for and against immigration? Are these arguments valid?Why or why not?

Environmental & Atmospheric Sciences

[NeedAttention]

src="data:image/png;base64,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

Environmental & Atmospheric Sciences

When you touch a wooden chair and a glass table top in the same room, the glass feels cooler. Why?

A. The chair is warmer. B. Glass has a higher specific heat than wood. C. Latent heat is being transferred from the glass to your skin. D. Glass is a better conductor of heat than wood.

Environmental & Atmospheric Sciences

Currents are less intense on the ________ side of the North Pacific and North Atlantic oceans.

A. east B. north C. south D. west E. None of these is correct; they are not more intense on one side.

Environmental & Atmospheric Sciences