For a wave traveling in a string, by what factor would the tension need to be increased to quadruple the wave speed?
wave speed = v = √T/μ
v ∝ √T
v2 ∝T
now you want
v' = 4v
so
4v = √T'
T' = 16v2 =16*T
so so you need to increse the new tension by 16 times of the older one
For a wave traveling in a string, by what factor would the tension need to be...
plz explain! :)
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By what factor would you have to increase the tension in a taut string to double the wave speed?
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the wave function for a traveling wave on a taut string is (in
si units) y(x,t) = 0.360 sin (15pi -2pix + pi/4)
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