The center of mass of the Earth-Moon system is called the ________
A) aphelion
B) apogee
C) barycenter
D) perigee
E) perihelion
C
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An apple falls from a tree and hits the ground 5 m below. It hits the ground with a speed of about
A) 5 m/s. B) 10 m/s. C) 15 m/s. D) 20 m/s. E) not enough information given to estimate
Although isolated from the rest of the developed world by great distances, Japan makes up for this deficiency through an abundance of natural resources
Indicate whether the statement is true or false.
Desert and tundra both ________
A) have lithosols B) have relatively low precipitation C) have wide temperature variations throughout the year D) lack insects E) lack shrubs
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