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If there is an unobstructed path, it can continue traveling practically forever.

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12y ago

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Related Questions

How many kilometers can light travel in a second?

299,792.458


How many km can the speed of light travel in one year?

One one year's time, light can travel 9.4605284 × 1012 kilometers.


How many kilometers per second does light travel at?

Approximately 300,000 Km/s


How many nanoseconds does it take light to travel 3.50?

Light travels at approximately 299,792 kilometers per second in a vacuum. To find out how many nanoseconds it takes light to travel 3.50 meters, we can use the formula: time = distance / speed. Converting 3.50 meters to kilometers gives 0.0035 kilometers, and then calculating the time gives about 11.6 nanoseconds. Thus, it takes light approximately 11.6 nanoseconds to travel 3.50 meters.


Where do light waves travel at their fastest?

Light waves travel at their fastest in a vacuum, where they travel at the speed of light, which is approximately 299,792 kilometers per second.


How many kilometers per minute does light travel?

18 million kilometers per minute. (rounded)(Technically, 17,987,547.48 kilometers per minute.)


If you travel 250 millimeters how many kilometers did you travel?

250 millimeters=0.00025 kilometers


How many km would light travel in a minute?

-Light travels at 299,792,458 meters per second.-There is 31,556,926 seconds in one year.-Light travels 9,460,528,412,464,108 meters in one year and after doing the math, light travels 9,460,528,412,464.108 kilometers in one year.


How fast does light travel kilometers?

Light travels at the rate of about 300,000 km a second.


How many kilometers did the Osceola Mudflow travel?

25 kilometers


If light travels in space at 3000000 kms forward how far will light travel in one day?

Light will travel 24x3600x3E8 = 25.92 Biillion kilometers in one day (24 hours).


How many kilometers can light travel in one minute?

17,987,547.5 kilometers per minute. 3(108) m/s is speed 1000 m makes one km 60 s make one minute That's how the above was calculated (but with greater precision).