The two most abundant gases in Earth's atmosphere are ________ and ________
Fill in the blank(s) with correct word
nitrogen; oxygen
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In a well is an aquifer. What is the highest level water can rise to if there is no pump?
A. to the top of the well B. to the level of the water table C. just below the level of the water table D. It depends how deep the well is.
Electric vehicles may still be using fossil fuels
A) because they all have a supplemental gas tank. B) at a greater rate than conventional vehicles. C) because batteries require oil to operate. D) well into the 21st century. E) if their charge comes from fossil-fueled power plants.
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
Using the data provided in Table 22.1, answer the following questions and completion items.
a) The highest discharge recorded for the listed years:
b) Year recorded:
c) The lowest discharge recorded for the listed years:
d) Year recorded: