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The $12$ musical notes are given as $C, C^{\#}, D, D^{\#}, E, F, F^{\#}, G, G^{\#}, A, A^{\#}$, and $B$. Frequency of each note is $\sqrt[12]{2}$ times the frequency of the previous note. If the frequency of the note $C$ is $130.8  \: \mathrm{Hz}$, then the ratio of frequencies of notes $F^{\#}$ and $C$ is:

  1. $\sqrt[6]{2}$
  2. $\sqrt{2}$
  3. $\sqrt[4]{2}$
  4. $2$

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