The surface temperature of Aldebaran, an orange giant star, is approximately 3,900 Kelvin (3,626 degrees Celsius or 6,540 degrees Fahrenheit).
Yeah, the Suns radiant pressure is more increased then Betelgeuse.
As of 2021, Betelgeuse has an azimuth of around 225 degrees and an altitude of about 27 degrees when observed from the northern hemisphere. These values will change throughout the night and over the course of the year due to the Earth's rotation and orbit.
Betelgeuse has a surface temperature of approximately 3,500 degrees Celsius (6,332 degrees Fahrenheit), making it a cool red supergiant star.
Oh, dude, Betelgeuse and Rigel are like neighbors in the Orion constellation, they're practically carpooling together! They're only about 860 light-years apart, which in space terms is like being next door. So yeah, they're pretty close in the cosmic neighborhood.
The surface temperature of Aldebaran, an orange giant star, is approximately 3,900 Kelvin (3,626 degrees Celsius or 6,540 degrees Fahrenheit).
Yeah, the Suns radiant pressure is more increased then Betelgeuse.
What is the distance between 122 degrees 25 minutes and 122 degrees 26 minutes?
04h 35m 55.2s, +16° 30′ 33″
about 47 degrees
degrees
The distance between one degree of longitude at 60 degrees north latitude is approximately 55.6 km.
The distance between 45 degrees and 45 degrees 30 minutes north is half a degree or 30 nautical miles.
As of 2021, Betelgeuse has an azimuth of around 225 degrees and an altitude of about 27 degrees when observed from the northern hemisphere. These values will change throughout the night and over the course of the year due to the Earth's rotation and orbit.
Betelgeuse has a surface temperature of approximately 3,500 degrees Celsius (6,332 degrees Fahrenheit), making it a cool red supergiant star.
Oh, dude, Betelgeuse and Rigel are like neighbors in the Orion constellation, they're practically carpooling together! They're only about 860 light-years apart, which in space terms is like being next door. So yeah, they're pretty close in the cosmic neighborhood.
To find the distance between two lines of longitude at a specific latitude, you can use the formula: Distance = radius of Earth * |longitude difference| * cos(latitude). Given a radius of Earth ≈ 3,963 miles, the distance between 66 degrees west and 60 degrees west at 44 degrees north latitude would be approximately 371 miles.