(Solved): Finding a Minimum Using a Random Walk Consider the following equation. f(x,y)=(x4)2+(y+2)2 Find ...

Finding a Minimum Using a Random Walk Consider the following equation. $f(x,y)=(x?4{)}^2+(y+2{)}^2$ Find the minimum value of $f$, that is, $f\left(x^{?},y^{?}\right)$ using a random walk based on the code on the last page, which finds the maximum. Your answer should be real and in the range $?5?x,y?+5$. Store your result in best_f. Your code snippet should define the following variables: user_code.py