When x → 0, which of the following functions is not the equivalent infinitesimal of arctanx

When x → 0, which of the following functions is not the equivalent infinitesimal of arctanx

Equivalent infinitesimal let's first look at what is infinitesimal: infinitesimal is a variable whose limit is the number of zeros. To be exact, when the independent variable x is infinitely close to x0 (or the absolute value of X is infinitely increased), the function value f (x) is infinitely close to zero, that is, f (x) = 0 (or F (x) = 0), then f (x) is called the infinitesimal when x → x0 (or X →∞)