Write python code without strings for the directions in the image.

Background: Below is a method to numerically, as opposed to algebraically, find a zero of a function $f(x).$ Recall that a zero of a function is a value $x$ for which $f(x)=0.$

value of $x$ that we are seeking.

Below are the steps to find $x$ :

Find the midpoint between $x0$ and $x1,$ which we will call $x$ Mid.

If $f(xMid)$ is exactly $0,$ we are done. If not, divide the range in half as such:

If $f(xMid)$ and $f(x0)$ have the same sign, use the range $[$ xMid,$x1].$

Otherwise, $f(xMid)$ and $f(x1)$ must have the same sign, so use the range Mid