Write a function $[$r$,$theta$]=$ polar$\_$coordinates$($x$,$y$)$ that outputs polar coordinates r and theta for input coordinates x and y given by two numbers.

IMPORTANT: to make things simple, assume that your x and y are two numbers $($NOT vectors$).$ This way you can use if$-$statements.

Your theta should be in degrees in the range between $0$ and $360,$ i$.$e$.0$ theta

HINT: if you are using inverse trigonometric functions, make sure you understand which range of values MATLAB is going to return. MATLAB may not automatically cover the required range of theta.Write a function $,$ theta$]=$ polar$\_$coordinates $(x,y)$ that outputs polar coordinates $r$ and theta for input coordinates $x$ and $y$ given by two numbers.

IMPORTANT: to make things simple, assume that your $x$ and $y$ are two numbers $($NOT vectors$).$ This way you can use if$-$statements.

Your theta should be in degrees in the range between $0$ and $360,$ i$.$e$.0$ theta

HINT: if you are using inverse trigonometric functions, make sure you understand which range of values MATLAB is going to return. MATLAB may not automatically cover the

required range of theta.

Function $?$

function $,$ theta$]=$ polar$\_$coordinates $(x,y)$

$r=\sqrt[\phantom{2}]{x^{{?}^{{?}^{?}}}2+y^{{?}^{{?}^{?}}}2}$;

theta $=$atan$2(y,x)$;

theta theta