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Determine the difference in the speed of the light in air from the lightning strike (3 * 105 km/sec) and the speed of the sound in air from the thunder (3 * 10-1 km/sec) and calculate the distance to the lightning.

In 5 seconds the light travels so far that it can for all intents and purposes be considered instantaneous. We are left with the speed of the sound of thunder. 5 seconds is 1,5 km.

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14y ago
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1mo ago

To determine the distance to a lightning strike with a five-second time difference, you can use the rule that sound travels at approximately 1,125 feet per second, and divide the total time difference by 5 to get the distance in seconds (1 second = 1,125 feet). Therefore, if you count 5 seconds between seeing the lightning and hearing the thunder, the lightning strike is approximately 5 x 1,125 = 5,625 feet away, or about 1.06 miles.

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Q: Devised and execute a strategy that would allow you to determine the distance to a lighting strike given a five second time difference between seeing the lighting and hearing the thunder?
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