STATEMENT – I: The general equation of wave is of the form $y(x,t)=f(ax\pm bt).$ Hence a function $y={\log }_e(x+vt)$ also represent a wave $y(x,t)=f(ax\pm bt)$
STATEMENT – II: Any function $y(x,t)=f(ax\pm bt)$ which satisfies $\frac{{\partial }^{2}y}{\partial t^2}=v^2\frac{{\partial }^{2}y}{\partial x^2}$ and is finite everywhere and at all times represent a wave
 

STATEMENT – I is True, STATEMENT – 2 is True; STATEMENT – 2 is NOT a Correct explanation for STATEMENT – 1 

STATEMENT – I is True, STATEMENT – 2 is True; STATEMENT – 2 is a correct explanation for STATEMENT – 1 

STATEMENT – 1 is True, STATEMENT – 2 is False

STATEMENT – 1 is False, STATEMENT – 2 is True