The speed of an impulse traveling through a medium is determined by the medium's properties. If the speed of the impulse is known, we can calculate the time it takes to travel a certain distance using the formula time = distance / speed. However, without knowing the speed of the impulse, we cannot accurately determine the time it will take to travel 10 meters.
0.029
That depends on the type of nerve fiber - anywhere from 1/10 th of a second to 10 seconds.
(Six hundred divided by one hundred) seconds
Sound travels at a speed of approximately 343 meters per second in air at room temperature. Therefore, it would take around 0.29 seconds for sound to travel 100 meters in these conditions.
The speed of sound in copper is about 3560 meters per second. To find the time it takes for a sound impulse to travel 25 kilometers through a copper rod, you can use the formula time = distance/speed. Plugging in the values, you get time = 25000 meters / 3560 m/s ≈ 7 seconds.
Sound travels at approximately 343 meters per second in air at room temperature. Therefore, it would take about 2.9 seconds for sound to travel 1000 meters in air.
Depends on the relative density of the Aluminum, the frequency of the sound impulse, the decibel level of the sound impulse, and lastly the temperature of the Aluminum.Lastly, Who has an Aluminum rod 1500 meters long?
Sound travels at approximately 343 meters per second in air at room temperature. To calculate the time it takes for sound to travel 30 meters, you can use the formula: time = distance/speed. Thus, it would take about 0.087 seconds for sound to travel 30 meters.
It would take the signal 0.1 seconds to travel 3 metres, given the parameters that you have given.
one second
A slinky is stretched across a classroom to 9 meters. A compression travels along the slinky at a velocity of 2 m s . How long does it take to travel the entire 9m length of the classroom?
Sound travels at a speed of approximately 343 meters per second in air. To travel 1 km (1000 meters), it would take approximately 2.9 seconds.