190- A transverse wave is propagating in a rope. In this regard, which option is not correct?
[(1)] The distance between any two points with opposite phase is equal to half the wavelength.
[(2)] The phase difference of two points in phase is an even multiple of $\pi$.
[(3)] The phase difference of two points with opposite phase is an odd multiple of $\pi$.
[(4)] The distance between two points in phase is equal to the wavelength.
\textbf{190-} A transverse wave is propagating in a rope. In this regard, which option is \underline{not} correct?
\begin{enumerate}
\item[(1)] The distance between any two points with opposite phase is equal to half the wavelength.
\item[(2)] The phase difference of two points in phase is an even multiple of $\pi$.
\item[(3)] The phase difference of two points with opposite phase is an odd multiple of $\pi$.
\item[(4)] The distance between two points in phase is equal to the wavelength.
\end{enumerate}