If an observer standing between two cliffs receives echo at 1.5 s and 4 s after clapping,find the distance between the cliffs if the velocity of sound is 320 m/s
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Answered by
25
Case 1
t = 1.5s
V = 320
d = Vt/2
= 320x1.5/2
=240m
Case 2
t = 4s
V = 320
d = Vt/2
= 320x4/2
= 640m
Distance between the cliffs = 240+640 = 880m
t = 1.5s
V = 320
d = Vt/2
= 320x1.5/2
=240m
Case 2
t = 4s
V = 320
d = Vt/2
= 320x4/2
= 640m
Distance between the cliffs = 240+640 = 880m
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Distance between the cliffs = 880 m
Explanation:
Clapping Echo - first instance
time t = 1.5 seconds
Velocity of sound V = 320 m/s
distance = velocity * time / 2 = Vt / 2
= 320 x 1.5 / 2
= 240 metres
Clapping Echo - second instance
t = 4s
V = 320
d = Vt / 2
= 320 x 4 / 2
= 640 metres
So the distance between the cliffs would be the sum of the distance of both these echoes = 240 + 640 = 880 metres
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