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The Mauna Kea Observatory in Hawaii has the following latitude/longitude coordinates: 19° 49' 20" N, 155° 28' 30" W. You are an astronomer using one of the telescopes there, and you are put in charge of figuring out when you can best observe different astronomical objects. First, what-in fractional hours-is the offset of local mean time relative to the Greenwich meridian (O° longitude)? That is, how many hours ahead (+) or behind (-) the Greenwich meridian is the Mauna Kea Observatory? Hint: Your answer should be negative.

The Mauna Kea Observatory in Hawaii has the following latitude/longitude coordinates: 19° 49' 20" N, 155° 28' 30" W. You are an astronomer using one of the telescopes there, and you are put in charge of figuring out when you can best observe different astronomical objects. First, what-in fractional hours-is the offset of local mean time relative to the Greenwich meridian (O° longitude)? That is, how many hours ahead (+) or behind (-) the Greenwich meridian is the Mauna Kea Observatory? Hint: Your answer should be negative.

Applications and Investigations in Earth Science (9th Edition)
Applications and Investigations in Earth Science (9th Edition)
9th Edition
ISBN:9780134746241
Author:Edward J. Tarbuck, Frederick K. Lutgens, Dennis G. Tasa
Publisher:Edward J. Tarbuck, Frederick K. Lutgens, Dennis G. Tasa
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The Mauna Kea Observatory in Hawaii has the following latitude/longitude coordinates: 19° 49' 20" N, 155° 28' 30" W. You are an astronomer using one of the telescopes there, and you are put in charge of figuring out when you can best observe different astronomical objects. First, what-in fractional hours-is the offset of local mean time relative to the Greenwich meridian (0° longitude)? That is, how many hours ahead (+) or behind (-) the Greenwich meridian is the Mauna Kea Observatory? Hint: Your answer should be negative. -10.33
Transcribed Image Text:The Mauna Kea Observatory in Hawaii has the following latitude/longitude coordinates: 19° 49' 20" N, 155° 28' 30" W. You are an astronomer using one of the telescopes there, and you are put in charge of figuring out when you can best observe different astronomical objects. First, what-in fractional hours-is the offset of local mean time relative to the Greenwich meridian (0° longitude)? That is, how many hours ahead (+) or behind (-) the Greenwich meridian is the Mauna Kea Observatory? Hint: Your answer should be negative. -10.33
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