ITF (INVERSE TRIGONOMETRIC FUNCTION)

Input given to the function is called domain. In this case input is x and possible values of x has been described below.

  \[ -1  \leq     \frac{1}{x}    \leq  1 \]   and     X  \[\neq \]  0    .....Boundary conditions   (domain)

On solving above   inequality we can write x \[\leq \] -1  ,   x \[\geq \] 1  .

On combining these two we can say   |x|  \[\leq\] 1  which is domain in this case . so any value beyond this limit will give invalid input.

Range is \[\frac{-\pi }{2} ,   ,\frac{+\pi }{2} \].   where  is in radian.  In degrees output will be [-90 ,90].

Posted on by