Question

To find the inverse secant of a real number$x$such that$\left|x\right|\ge 1$,convert the inverse secant to an inverse_________.

Short answer

To find the inverse secant of a real number $x$such that $\left|x\right|\ge 1$,convert the inverse secant to an inverse cosine.

Step-by-step solution

Step 1. Given information.

The inverse secant of a real number $x$such that $\left|x\right|\ge 1$.

Step 2. Inverse of given function.

Secant and cosine functions are reciprocal to each other, $cosx=\frac{1}{secx}orsecx=\frac{1}{\cos x}$

So to find the inverse secant of a real number $x$such that$\left|x\right|\ge 1$,convert the inverse secant to an inverse cosine.