Speed of sound wave in a medium
\(v=\sqrt{\dfrac{\gamma~RT}{M}}\).
Here \(\gamma,R\) and \(M\) are constant.
Hence, \(v\alpha\sqrt{T}\)
So, if temperature changes, the speed also changes.
As, \(v=ν\lambda\),
where \(ν\) is frequency and \(\lambda\) is wavelength.
As frequency \((ν)\) remains fixed,
\(v~\alpha~\lambda\) or \(\lambda~\alpha~v\)
Therefore, wavelength \((\lambda)\) changes.
Final Answer: (c)