Can u check my answers:

For the two vectors in this figure,

A = 12m W

B = 18m 37$\displaystyle ^\circ$ N of E

a.) Find the magnitude and direction of the vector product $\displaystyle \vec{A} X \vec{B}$

solutions:

$\displaystyle \vec{A} X \vec{B} = AB\sin{\phi} = (-12.0m)(18.0m)\sin{143} $

$\displaystyle \vec{A} X \vec{B} = -129.99$

but im not sure but it also asks for a direction

b.) Find the magnitude and direction $\displaystyle \vec{B} X \vec{A}$

same as part a and the rule says $\displaystyle \vec{B} X \vec{A} = - \vec{A} X \vec{B} $

$\displaystyle 129.99 $?