The Russian region is very complex culturally with its people belonging to about thirty major ethnic groups and speaking over one hundred languages

Indicate whether the statement is true or false


T

Environmental & Atmospheric Sciences

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The kinetic energy of a diver jumping from a tall circus pole

A. increases as potential energy decreases. B. is maximum at the bottom of the pole. C. is equal to her potential energy when half way down. D. all of the above

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences

In a solution made from one teaspoon of sugar and one liter of water, which is the solute?

A. water B. sugar C. the teaspoon D. both sugar and water E. none of the above

Environmental & Atmospheric Sciences

The smart card water manager system that is used in ___________has typically reduced water and electricity use, and has reduced household water bills by about _______%

a. Singapore, 10% b. Beijing, 40% c. Singapore, 40% d. Brazil, 10% e. Brazil, 40%

Environmental & Atmospheric Sciences