You are watching: The angular size of an object depends on which two quantities?
The image shown in number 1 in ~ the start of this course (repeated above), was taken during a total eclipse of the Sun, in which the Moon blocked out light indigenous the Sun"s photosphere, enabling the chromosphere and the corona to be seen. This happens since of a exceptional coincidence. The sunlight is an extremely much bigger 보다 the Moon - about 400 times bigger in diameter - yet it is also really much additional away, by virtually exactly the very same factor. This means that the Sun and also the Moon show up the same size in the sky: that is, the Sun and the Moon have actually the same angular size. Figure 20 illustrates this idea by reflecting lines attracted from one observer"s eye to the excessive edges the objects at assorted distances. The angle between the lines identify the angular dimension of the objects, which would certainly be 10° in all three cases, according to the presented observer. Angular size hence depends on an object"s yes, really size and also its distance from the observer"s eye.
Figure 20 The observed angular size of an object depends on the size of the object and its street from the observer.
You are probably acquainted with angles measured in levels (360° because that a complete circle, 90° because that a appropriate angle, and so on). However, back the objects learned by astronomers are really large, they room at such substantial distances that their angular sizes room often really small. These small angles might be written as fountain of a degree or their decimal equivalents but, in practice, subdivisions of degrees are used, recognized as minute of arc (or arcmin) and also seconds that arc (or arcsec). A level can be split into 60 minutes of arc, and a minute that arc have the right to be further split into 60 secs of arc. A solitary tick mark is used to stand for arcmin, so 1/60 of a degree is composed 1′. A dual tick note denotes arcsec, so 1/3600 of a degree (1/60 of one arcmin) is written 1″.
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Angular size is a really useful quantity in astronomy, since angular size are an extremely much simpler to measure than actual sizes since they refer merely to how large an object shows up in the sky. The Sun and also the Moon both have an angular dimension of about fifty percent a degree, i m sorry is around 30 arcmin or 30′.
It is the angle in between two imagine lines attracted from one observer"s eye come the extremities of the bowl of the Moon. (More formally, it is the edge subtended at the eye the the observer through the diameter that the Moon.)