Asked by Zobo
A sound pulse sent vertically downward into the earth is reflected from two different ways of the earth such that echoes are heard after 1.25s and 1.45s, assuming the speed of the pulse is 200ms-1 calculate the distance between the lattes?
Answers
Answered by
Damon
pulse 1 goes outbound for 1.25/2 = .650 seconds
pulse 2 goes outbound for 1.45/2 = .725 seconds
difference in one way time = .725 - .650 = .075 seconds
so
difference in range = 200 m/s * .075 s = 15 meters
pulse 2 goes outbound for 1.45/2 = .725 seconds
difference in one way time = .725 - .650 = .075 seconds
so
difference in range = 200 m/s * .075 s = 15 meters
Answered by
R_scott
the 2nd echo is 200 ms behind the 1st
... 100 ms out and 100 ms back
200 m/s * 100 ms = ? m
... 100 ms out and 100 ms back
200 m/s * 100 ms = ? m
Answered by
Gift 07064514452
Using: V= 2x/t..
x1= 200* 1.25/2 = 125 m
x2= 200* 1.45/2= 145 m.
Distance between the layers = x2 - x1 = (145 - 125) m
= 20 metres.
x1= 200* 1.25/2 = 125 m
x2= 200* 1.45/2= 145 m.
Distance between the layers = x2 - x1 = (145 - 125) m
= 20 metres.
There are no AI answers yet. The ability to request AI answers is coming soon!