________ an effort to implant Russian culture and language in non-Russian regions and to make non-Russians more like Russians
Fill in the blank(s) with correct word
Russification
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What is the force that holds Earth satellites aloft so they don't crash into Earth?
A. No force as they continually fall fast enough around Earth not to crash. B. Gravity. C. The absence of air resistance. D. Centripetal force.
What is a hardship for small organisms that are associated with living on a sandy beach?
a. Sand has sharp, jagged edges. b. Capillary forces can pin organisms down within the sand. c. Organisms have a hard time finding a firm footing when burrowing. d. All of these choices
Given the compounds 1,1-diethyl-4-methylcyclohexane, and 4-ethyl-1,1-dimethylcyclohexane, which of the following statements is true?
A) Only 1,1-diethyl-4-methylcyclohexane is chiral. B) Only 4-ethyl-1,1-dimethylcyclohexane is chiral. C) Both are chiral. D) Neither is chiral.
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