What affects the residence time of an element?
a. Its saturation level
b. Its chemical equilibrium in water
c. Its chemical activity in water
d. The principle of constant proportions
ANS: C
The residence time of an element is individual. Some elements remain in seawater for short periods of
time before becoming bound in sediments. Chemical activity of the element effects its residence time.
Information can be found in the section Seawater Consists of Water and Dissolved Solids.
You might also like to view...
Examples of social rights are
A. the rights to protect one's cultural practices in one's group B. the rights to have a job and earn a living C. the rights to vote and participate in one's government D. the rights to the freedom of movement
Imagine that you are an urban planner working in the New England area. What recommendation would you make, based on the Staffordshire University study, to increase the size of bird populations?
A) Keep walls covered with deciduous vegetation. B) Keep walls bare of vegetation. C) Keep walls covered with evergreen vegetation. D) Keep walls covered with vegetation in the summer only. E) Keep walls covered with vegetation in the winter only.
What is a main problem of road and rail networks constructed during the colonial era?
A) They went through the downtown districts of major interior cities. B) They failed to take topography into account when the routes were planned. C) They had to import wood from Europe. D) They bear little resemblance to the distribution of the population. E) They were only built in India.
[NeedAttention]
src="data:image/png;base64,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