Areas with the least dense human populations are in ________
A) desert, tundra, and rainforest
B) temperate areas
C) Mexico
D) the suburbs
E) Europe
A
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In deserts of southwestern North America developers often build houses in dry stream beds and build only minimal subsurface drainage systems to handle a flow of water comparable to the size of the dry stream channel
Is this a reasonable development model in the interest of public safety? A) Yes, any potential flooding catastrophe would be a 100 year flood event and would have adequate warning to evacuate people for safety, so the drainage system is adequate. B) No, giant rock avalanches could come down the valley covering houses. C) No, flash floods can produce high viscosity mudflows that would not be captured by the drainage system and could flow out over the valley, destroying everything in its path. D) Yes, although flash floods can occur, using the channel size is a reasonable estimate of the maximum flood size.
Consider the steps for managing waste described in the "Stewardship" section of "Revisiting the Themes." How many of these components does your city or town employ?
What will be an ideal response?
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
90) Poverty is extensive in the region, but improvements in the economies of the countries of the regions is beginning to reap benefits. India is seeing a growing number of members of India's middle class, and indigenous industries (like the Tata corporation) are producing consumer goods (such as the Nano, a very small, entry-level car) specifically designed to appeal to and to meet the price
constraints of India's people. Sri Lanka has made great strides overall because of its emphasis on and funding of education and health care. Pakistan spends a great deal on its military, which takes funds from human development. Bhutan and Nepal lie high up in the Himalayas, and have very small economies and a great deal of poverty. The Maldives have the most prosperous in the region. What will be an ideal response?