Consider the function $f(x)=\ln (\sin (x))$
Expand $f(x+h)$ using Taylor's series. In this context, the correct statement(s) is/are
- Second term in the Taylor's series i.e., the term which includes $h$ is: $h \cdot \ln (\sin (x))$
- First term is $\ln (\sin (x))$
- Third term in the Taylor's series i.e., the term which includes $h^{2}$ is: $\frac{-h^{2}}{2(\sin (x))^{2}}$
- Third term in the Taylor's series i.e., the term which includes $h^{2}$ is: $\frac{2 h^{2}}{(\sin (x))^{2}}$
