A gun is fired in the air at a distance of 660 m from a person. he hears the sound of the gun after 2 seconds. what is the speed of the sound?
Answers
D = 660m
T= 2sec
S=d/t
S = 660/2
330m/s
The speed of sound is 330 meters per second.
By dividing the distance traveled by the time it takes for the sound to travel that distance, one can determine the speed of sound, which is the amount of distance a sound wave travels in one unit of time. Since we know the distance between the shooter and the gun and how long it takes for the sound to reach the target, we can use this knowledge to determine the sound speed in this scenario.
The distance between the gun and the person is 660 meters, and it takes the sound 2 seconds to travel there. Utilizing the formula:
Speed = Distance / Time
To figure out the sound speed. When the formula's values are substituted, we obtain:
Speed of sound = 660 meters / 2 seconds
Speed of sound = 330 meters per second
Although the speed of sound can vary depending on conditions like temperature, humidity, and altitude, the figure determined here is a reasonable approximation for typical atmospheric conditions at sea level.
For more such questions on the speed of the sound: https://brainly.in/question/26804405
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