Which of the following are true about factors that influence weathering?
A) Chemical weathering occurs fastest in cold or dry climates.
B) Whether a slope faces toward or away from the sun is not an important factor influencing weathering.
C) Soil and other weathering products tend to accumulate more on gentle slopes than on steep slopes.
D) Time is not a critical factor in weathering because physical and chemical processes have not changed much through time.
C) Soil and other weathering products tend to accumulate more on gentle slopes than on steep slopes.
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When meander scars are filled with water, they are called
A. river terraces. B. oxbow lakes. C. point bars. D. main channels. E. floodplain.
How much energy, in kilojoules, is released or absorbed from the reaction of one mole of nitrogen, N2, with three moles of molecular hydrogen, H2, to form two moles of ammonia, NH3? H-N (bond energy: 389 kJ/mol) H-H (bond energy: 436 kJ/mol) N
N (bond energy: 946 kJ/mol) N N + H-H + H-H ? NH3 + NH3 A) +899 kJ/mol absorbed B) -993 kJ/mol released C) +80 kJ/mol absorbed D) -80 kj/mol released
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
The pressure announced on last night's television weather broadcast was 100.6. Explain how this was measured and give the units. Is this considered an unusually high- or low-pressure value?
What will be an ideal response?