What is the speed of light in AU's per hour?

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SUMMARY

The speed of light is calculated to be approximately 7.20 Astronomical Units (AU) per hour. This calculation is derived from the speed of light at 2.998 x 10^8 m/s, which converts to 1.07928 x 10^9 km/h. By dividing this speed by the average distance from Earth to the Sun, 1.50 x 10^8 km, the result is 0.71952 x 10^1 AU/h, which rounds to 7.20 AU/h when considering significant figures. The discussion highlights the importance of accurate unit conversion and significant figures in scientific calculations.

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  • Understanding of speed and distance conversions
  • Familiarity with significant figures in scientific calculations
  • Basic knowledge of Astronomical Units (AU)
  • Proficiency in unit conversion from meters per second to kilometers per hour
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  • Learn more about unit conversion techniques in physics
  • Study the concept of significant figures and their importance in scientific measurements
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Students, educators, and professionals in physics and astronomy, as well as anyone interested in understanding the speed of light and its implications in celestial measurements.

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hi all, having problem with 1 question.

speed of light = 2.998 x 10^8m/s
AU(average distance from Earth to sun) = 1.50 x 10^8km

what i tried doing was converting speed of light into km/h then dividing the two and vice versa. i keep getting 7183.#### something along those lines.

but the answer is simply 7.20 AU's(using significant figures) am i getting the right answer and don't know how to write it? or am i not working it out correctly?

thanks
 
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Nope.It takes approximately 8 minutes for light to travel through (approximately) empty space between the surfaces of the 2 celestial bodies.

So 60/8=7.5 It's the same order of magnitude at least and one accurate digit.


Daniel.
 
2.998 x 10^8m/s= (2.998x10^8 m/s)/(1000 m/km)= 2.998 x 10^5 km/s= (2.998x10^5 km/s)*(3600 s/h)= 10792.8 x 10^5 km/h= 1.07928 x 10^9 km/h= (1.07928 x10^9 km/h)(1/(1.50 x 10^8 km/Au)= 0.71952 x10^1 Au/h= 7.1952 Au/h which rounds to 7.20 Au/h at 3 significant figures (the accuracy of the least accurate data "1.50 x10^8 km/Au").

Dextercioby's method is lovely!
 

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