Which of the following is not a problem associated with extracting mineral resources from the ocean?

a. Many of the mineral resources that are found in seawater are in low concentrations.
b. This can be extremely expensive given current technologies.
c. There might be ecological impacts associated with aquatic life.
d. There might be disagreement as to who has legal access and rights to certain resources.
e. There are no valuable mineral resources in the ocean.


E

Environmental & Atmospheric Sciences

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Which of the following statements is true about biomass plantations that produce biofuels?

A. The claim that they reduce greenhouse gases is debatable. B. They have reduced the price of food. C. They are sustainable. D. The biofuels produced by them can replace all the gasoline we now use.

Environmental & Atmospheric Sciences

Describe where another cutoff meander might develop in the future (describe the location relative to labeled places on the map).

The following questions are based on Map T-7, the “Canyonlands National Park, Utah” topographic map (scale 1:62,500; contour interval 80 feet), Figures 32-3 and 42-2, stereograms of this region, and Figure 42-1a, an oblique aerial photograph of this area. The map, stereograms, and photograph show the deeply entrenched meanders of the Green River north of Canyonlands National Park, Utah (38°33'40"N, 110°03'16"W). What will be an ideal response?

Environmental & Atmospheric Sciences

The clay minerals fall into which of the silicate mineral groups?

a. framework b. sheet c. single chain d. double chain

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences