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On earth the arcminute is a nautical mile of 6000 feet. the arc second is 100 feet. The Ancient Egyptians figured this out.

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14y ago
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3mo ago

An arcsecond is a unit of angular measurement, not distance. It is equal to 1/60th of an arcminute and 1/3600th of a degree. Arcseconds are commonly used in astronomy to specify the size or separation of celestial objects in the sky.

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Q: How does an arcsecond measure distance?
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What are the two words that when put together derive the term parsec?

A parsec is a distance corresponding to a parallax of one arcsecond. The two words that form "parsec" are parallax and arcsecond.


How many kilometers are equivalent to one arcsecond?

Oh, that's such a wonderful question! You know, measuring in astronomy can be like finding a happy little tree in a vast forest. Just like adding the perfect touch of paint to a beautiful landscape, one arcsecond is approximately equivalent to just under oward.l29010545 kilometers on this helpful little globe of ours. Enjoy the subtle intricacies of our universe's measurements!


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In Light-years(how far light travels in 1 Earth year), AU(Astronomical Unit=distance between the Earth and the Sun), Parsecs( the distance from the Sun to an astronomical object which has a parallax angle of one arcsecond), or simply miles.


How are light years and astronomical units different?

1 Astronomical Unit (AU) is the average distance between the earth and the sun. It is approximately 149,598,000 km. 1 light year (ly) is the distance light travels in one year. It is approximately 9,460,730,472,580 km The other commonly used astronomical measurement is the parsec. 1 parsec (pc) is the distance at which 1 arcsecond measures 1 AU. It is approximately 3.26156 ly or 30856740079724 km. 1 arcsecond is 1/60 of a arcminute.1 arcsecond is 1/60 of a degree.1 degree is 1/360 of a circle.


The distance between objects in the universe are usually measured in light years because?

Astronomers normally use parsecs to define distance on a galactic scale. The definition of a parsec is quite difficult to visualise if you are not familiar with terms such as parallax and arcsecond. (The word parsec is derived from these terms; parallax arcsecond).In contrast to this, it is easy to grasp the concept of a light year. It is the distance that light travels [in a vacuum] in one [Julian] year. This is why popular science articles tend to express distances in light years.


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To convert 2 km 90 m to meters, we first convert 2 km to meters by multiplying 2 by 1000 (1 km = 1000 m), which equals 2000 m. Then, we add the 90 m to get a total of 2090 meters. Therefore, 2 km 90 m is equal to 2090 meters.


Two stars having annual parallax of 0.1 and 0.02 arc seconds respectively.If they appear to have same magnitude. estimate the actual distance of these stars from us?

The 'parsec' (3.26 light years) is the distance at which an object exhibits an annual parallax of 1 arcsecond. Although the whole idea is based in the trigonometric tangent of angles, we can assume a perfectly linear relationship for such small angles. -- 0.1 arcsecond ==> 3.26/0.1 = 32.6 light years -- 0.02 arcsecond ==> 3.26/0.02 = 163 light years Their magnitude has nothing to do with the question you asked. It may be relevant to the second part of the question from which you copied only the first part. Thanks for including all of the given data, though.


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