Asked by Tom
A car driving along a highway at a speed of 23 m/s strays onto the shoulder. Evenly spaced parallel grooves called “rumble strips” are carved into the pavement of the shoulder. Rolling over the rumble strips causes the car's wheels to oscillate up and down at a frequency of 82 Hz. How far apart are the centers of adjacent rumble-strip grooves?
Answers
Answered by
Tom
v = fλ
23 m/s = 84Hz * λ
λ = 23/84
λ = 0.2738095238 meters apart
23 m/s = 84Hz * λ
λ = 23/84
λ = 0.2738095238 meters apart
Answered by
Tom
v = fλ
23 m/s = 84Hz * λ
λ = 23/82
λ = 0.28048780498 meters apart
23 m/s = 84Hz * λ
λ = 23/82
λ = 0.28048780498 meters apart
Answered by
Tom
v = fλ
23 m/s = 82Hz * λ
λ = 23/82
λ = 0.28048780498 meters apart
This one is correct
23 m/s = 82Hz * λ
λ = 23/82
λ = 0.28048780498 meters apart
This one is correct
Answered by
drwls
23/82 m is correct
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