Because of the success of China's population control programs, ________.
a. there is a younger population in China today
b. European nations have instituted similar programs
c. African nations have instituted similar programs
d. environmental problems in China have been virtually eliminated
e. China's population growth rate is much lower than it was in the 1970s
Answer: e. China's population growth rate is much lower than it was in the 1970s
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The Burgess Shale was deposited during the Cambrian as the Sauk Sea transgressed onto the craton
a. True b. False
Crepuscular rays:
A) occur only when no clouds, haze, or dust particles are present in the atmosphere. B) are emitted by objects with very low temperatures. C) occur when water droplets scatter all wavelengths of sunlight equally. D) are usually tinted blue.
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
In Lake Michigan, resources would include
A) the pH of the water. B) the temperature of the water. C) the salinity of the water. D) microscopic algae in the water.