Question $3$: Complete the table using the sim and the data for vectors a and b below:

$\backslash$table$[[$Vectors$,$Magnitude,Angle,X component,Y component$],[vec(a),17\mathrm{.}1,20\mathrm{.}6,,],[vec(b),10\mathrm{.}0,90\mathrm{.}0,,],[vec(s)=$vec$(a)+$vec$(b),,,,]]$

Question $4$: Using this time the $x-$ and $y-$components of the vectors, calculate the dot product b $$ Show your work.

Question $5$: Complete the table using the sim and the data for the vectors below:

$\backslash$table$[[$Vectors$,$Magnitude,Angle,X component,Y component$],[vec(a),10\mathrm{.}2,45,,],[vec(b),13\mathrm{.}9,159\mathrm{.}0,,],[vec(c),12\mathrm{.}0,-90\mathrm{.}0,,],[vec(s)=$vec$(a)+$vec$(b)+$vec$(c),,,,]]$

Question $6$: If $s$ is the total displacement of a particle under the action of a force $F=3x+4y^{2}j,$ what work did the force exert On the particle? Is F conservative? Please help me out.