One of the discoveries which led to the modern view of the solar system was that the orbits of the planets are ________
A) parabolas B) hyperbolas C) ellipses D) circles
C
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To see your full-face image in a pocket mirror, hold the mirror
A. far from your face. B. close to your face. C. same either way. D. none of the above
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
Glaciers are geologically important because they erode, transport, and deposit so much material
Indicate whether the statement is true or false
The fecal coliform test is used to determine if the water being tested could transmit
A) malaria. B) dysentery and cholera. C) high levels of heavy metal. D) H1N1 virus.