A man standing between two hills he fires a gun he hears two echos one after 0.3 seconds and another after 0.5 seconds find the distance between two hills
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Answer:
Suppose the two cliffs are A and B which are at the distances x and y from the man respectively.
Consider that the echo of 1.5 sec and 2.5 sec are produced by are produced by cliff A and B.
2x = 340 x 1.5
x = 255 m
2y = 340 x 2.5
y = 425 m
Distance between the cliff = x + y = 680 m
The third echo will be heard after 1.5 sec from the time when the second echo is heard.
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The speed of sound = 340 m/s
Distance=speed×time
1 St wall's distance from man = 340×0.3
=102 meters
2nd walls distance from man = 340×0.5
=170 meters
The distance between the two walls = 170 meters - 102 meters = 68 meters
Distance=speed×time
1 St wall's distance from man = 340×0.3
=102 meters
2nd walls distance from man = 340×0.5
=170 meters
The distance between the two walls = 170 meters - 102 meters = 68 meters
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