# Calculate the angle in radians

# u$$v$=$u$$v$$cos$(\backslash$theta $)$

# $\backslash$theta $=$arccos$(($u$*$v$)/($u$$v$))$

#

#import sympy as sp

# angle$\_$radians $=$ sp$.$acos$($a$.$dot$($N$.$i$)/($a$.$magnitude$()*$ N$.$i$.$magnitude$()))$

#print$(($angle$\_$radians$))$

x$\_$component $=$ float$($a$.$to$\_$matrix$($N$)[0])$

y$\_$component $=$ float$($a$.$to$\_$matrix$($N$)[1])$

print$("$The angle a makes in relation to the x$-$axis is $"+$ str$($at