Write a function that takes in two single$-$argument functions, f and g$,$ and returns another function that has a single parameter x$.$ The returned function should return True if f$($g$($x$))$ is equal to g$($f$($x$))$ and False otherwise. You can assume the output of g$($x$)$ is a valid input for f and vice versa.

def composite$\_$identity$($f$,$ g$)$:

$"""$

Return a function with one parameter x that returns True if f$($g$($x$))$ is

equal to g$($f$($x$)).$ You can assume the result of g$($x$)$ is a valid input for f

and vice versa.

$>>>$ add$\_$one $=$ lambda x: x $+1$ # adds one to x

$>>>$ square $=$ lambda x: x$**2$ # squares x $[$returns x$^2]$

$>>>$ b$1=$ composite$\_$identity$($square$,$ add$\_$one$)$

$>>>$ b$1(0)$ # $(0+1)**2==0**2+1$

True

$>>>$ b$1(4)$ # $(4+1)**2!=4**2+1$

False

$"""$

$"***$ YOUR CODE HERE $***"$