Consider an extremely long wire carrying 165.5 A of current along the $y$ axis (flowing in the
$-y$-direction) in a Cartesian coordinate system. At $t = 0.0$ s, you launch a charged bed of
$4.5 \times 10^{-5}$ C from a position of $(0.9 \text{ m}) \hat{i} + (1.3 \text{ m}) \hat{j}$ with an initial velocity of $(354.6 \text{ m/s}) \hat{i} +$
$(-976.4 \text{ m/s}) \hat{j}$.
(a) Qualitatively, draw the magnetic field generated by the wire in the $xy$-plane at a bunch
of different observation points in the space surrounding the wire (at least 20 observation
points).
(b) Qualitatively, draw a graph of the $z$-component of the magnetic field coming from the
wire versus position along the $x$-axis.
(c) What is the $x$-component of the magnetic force on the bead at 0.0s?