A force vector $F1=$

$9\mathrm{.}97[N]$ is applied at point

B$.$ The direction of the force

vector is specified using the

coordinate direction angles,

${}_x=60[$degree$],{}_y=$

$35[$degree$],$ and ${}_z=$

$60[$degree$].$ These are the

angles made between the

force and the $x,y,$ and z

axis respectively. In

addition, we are given $r=$

$1\mathrm{.}65[m],=45[$degree$]$

$,$ and $h=5\mathrm{.}14[m].$

Part $1.$ Express the

position vector from the

origin to point $B$ in vector

form.

Part $2.$ Express the force in

vector notion.

Part $3.$ Find the moment

vector created by the

force about the origin.