Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)
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Answer:
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Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)Suppose a fish is located at a depth of 6124m below the base of the streamer and the speed of sound is taken to be 1531 m/s. If the horn is blown at 9:00 am sharp after how many seconds will the fish hear the sound?(height of the streamer is neglected)
Explanation:
The time in second that would be required for the fish to hear the sound will be equal to 9:00:04 hr
Explanation:
Given :
The depth at which the fish is located is 6124 below the base of the stream.
The horn is blown at 9 a.m.
The speed of the sound is 1531 metre per second
The time taken= d/v = 6124/1531= 4sec
Hence the time at which the fish will hear the sound is equal to 9:00:04 hr
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