Consider two vectors vec$(F{)}_1$ and vec$(F{)}_2$ with mag$-$

nitude

$F_1=60N$ and $F_2=97N$

and where ${}_1=338$ and ${}_2=204.$ The

angles are measured from the positive $x$ axis

with the counter$-$clockwise angular direction

as positive.

What is the magnitude of the resultant vec$-$

tor $||vec(F)||,$ where vec$(F)=$vec$(F{)}_1+$vec$(F{)}_2?$

Answer in units of $N.$

part $2$ of $2$

What is the direction of this resultant vec$-$

tor vec$(F)?$ Use counterclockwise as the positive

angular direction, between the limits of $-180$

and $+180$ as measured from the positive $x$

axis.

Answer in units of $.$