Geography ยท Physics
Geodesy and Celestial Mechanics
984 Questions
Geodesy and celestial mechanics questions explore Earth measurements, great circles, and planetary motions. These concepts form a crucial part of physical geography and astronomy in competitive exams. Practice these questions to grasp longitudinal and latitudinal calculations.
Longitude and latitude calculationsGreat circle conceptEarths axial precessionLagrangian pointsAtmosphere boundary
Geodesy and Celestial Mechanics Questions
Which map projection is commonly used for representing polar regions and maintains the true distances from the center?
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Mercator Projection
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Robinson Projection
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Mollweide Projection
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Azimuthal Equidistant Projection
D
Correct answer
Explanation
The Azimuthal Equidistant Projection is commonly used for representing polar regions and maintains the true distances from the center.
What was the quadrant used for?
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Measuring the altitude of celestial bodies
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Determining latitude and longitude
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Calculating the time of day
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Measuring the speed of a ship
A
Correct answer
Explanation
The quadrant was used to measure the altitude of celestial bodies, such as the sun, moon, and stars. This information was then used to determine latitude.
What was the hourglass used for?
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Measuring the altitude of celestial bodies
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Determining latitude and longitude
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Calculating the time of day
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Measuring the speed of a ship
C
Correct answer
Explanation
The hourglass was used to calculate the time of day. It was a glass container with sand inside. The sand would flow from the top of the container to the bottom at a constant rate. The amount of sand that flowed through the container in a certain amount of time was used to calculate the time of day.
What is the term for the angle between the ascending node and the vernal equinox?
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Longitude of the Ascending Node
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Argument of Perihelion
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Inclination
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Eccentricity
A
Correct answer
Explanation
The longitude of the ascending node is the angle between the ascending node and the vernal equinox.
What is the term for the point in a planet's orbit where it crosses the celestial equator moving from south to north?
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Ascending Node
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Descending Node
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Perihelion
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Aphelion
A
Correct answer
Explanation
The ascending node is the point in a planet's orbit where it crosses the celestial equator moving from south to north.
What is the term for the angle between the ascending node and the perihelion?
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Longitude of the Ascending Node
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Argument of Perihelion
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Inclination
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Eccentricity
B
Correct answer
Explanation
The argument of perihelion is the angle between the ascending node and the perihelion.
What is the formula for calculating the Ascendant in a horoscope?
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Ascendant = Longitude of Sun - Longitude of Moon
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Ascendant = Longitude of Sun + Longitude of Moon
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Ascendant = Longitude of Sun * Longitude of Moon
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Ascendant = Longitude of Sun / Longitude of Moon
A
Correct answer
Explanation
The Ascendant in a horoscope is calculated by subtracting the Longitude of the Moon from the Longitude of the Sun.
What is the formula for calculating the Imum Coeli in a horoscope?
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Imum Coeli = Ascendant - 90 degrees
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Imum Coeli = Ascendant + 90 degrees
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Imum Coeli = Ascendant * 90 degrees
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Imum Coeli = Ascendant / 90 degrees
A
Correct answer
Explanation
The Imum Coeli in a horoscope is calculated by subtracting 90 degrees from the Ascendant.
What is the formula for calculating the North Node in a horoscope?
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North Node = Ascendant + 270 degrees
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North Node = Ascendant - 270 degrees
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North Node = Ascendant * 270 degrees
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North Node = Ascendant / 270 degrees
A
Correct answer
Explanation
The North Node in a horoscope is calculated by adding 270 degrees to the Ascendant.
What is the formula for calculating the South Node in a horoscope?
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South Node = Ascendant - 270 degrees
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South Node = Ascendant + 270 degrees
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South Node = Ascendant * 270 degrees
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South Node = Ascendant / 270 degrees
A
Correct answer
Explanation
The South Node in a horoscope is calculated by subtracting 270 degrees from the Ascendant.
What was the distance to the Andromeda Nebula that Chandrasekhar measured?
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1 million light-years
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2 million light-years
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3 million light-years
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4 million light-years
B
Correct answer
Explanation
Chandrasekhar measured the distance to the Andromeda Nebula to be 2 million light-years.
What is the period of the nutation of the Earth's axis?
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18.6 years
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23.5 degrees
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27.3 days
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365.25 days
A
Correct answer
Explanation
The period of the nutation of the Earth's axis is approximately 18.6 years.
What is the amplitude of the nutation of the Earth's axis?
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9.2 arcseconds
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18.5 arcseconds
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27.8 arcseconds
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37.1 arcseconds
A
Correct answer
Explanation
The amplitude of the nutation of the Earth's axis is approximately 9.2 arcseconds.
What is the effect of the nutation of the Earth's axis on the Earth's seasons?
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It causes the seasons to change
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It causes the seasons to be longer or shorter
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It causes the seasons to be more or less extreme
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It has no effect on the Earth's seasons
D
Correct answer
Explanation
The nutation of the Earth's axis has no significant effect on the Earth's seasons.
What is the effect of the nutation of the Earth's axis on the Earth's climate?
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It causes the Earth's climate to change
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It causes the Earth's climate to be more or less extreme
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It has no effect on the Earth's climate
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It is unknown
C
Correct answer
Explanation
The nutation of the Earth's axis has no significant effect on the Earth's climate.