Find the direction $($in degrees counterclockwise from the $+$x$-$axis$)$ and magnitude $($in N$)$ of

Ftot

the total force exerted on her by the others, given that the magnitudes F$1$ and F$2$ are $25\mathrm{.}6$ N and $15\mathrm{.}8$ N$,$ respectively. $($Assume

F$1$

points in the positive x direction.$)$

magnitude N direction $$ counterclockwise from the $+$x$-$axis

$($b$)$

What is her initial acceleration $($in m$/$s$2)$ if she is initially stationary and wearing steel$-$bladed skates that point in the direction of

Ftot?

$($Assume friction is negligible. Enter the magnitude only.$)$

m$/$s$2$

$($c$)$

What is her acceleration $($in m$/$s$2)$ assuming she is already moving in the direction of

Ftot?

$($Assume friction is negligible. Enter the magnitude only.$)$

m$/$s$2$