If one doubles the tension in a violin string, the fundamental frequen

1.	If one doubles the tension in a violin string, the fundamental frequency of that string will increase by a factor of?
Answer» Fundamental frequency of violin string f = 1/2l \(\sqrt{T/\mu}\) If tension increase one double then fundamental frequency increase by \(\sqrt2\) factor f = 1/2l \(\sqrt{2T/\mu}\) f = \(\sqrt2\) 1/2l \(\sqrt{T/\mu}\)

If one doubles the tension in a violin string, the fundamental frequency of that string will increase by a factor of?

Answer»

Fundamental frequency of violin string f = 1/2l \(\sqrt{T/\mu}\)

If tension increase one double then fundamental frequency increase by \(\sqrt2\) factor

f = 1/2l \(\sqrt{2T/\mu}\)

f = \(\sqrt2\) 1/2l \(\sqrt{T/\mu}\)

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If one doubles the tension in a violin string, the fundamental frequency of that string will increase by a factor of?

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