At time $t=0,$ a particle is at rest in the $x-y$ plane at the coordinates $(x_0,y_0)=(4,0)$ in$.$ If the particle is then subjected to the acceleration

components $a_x=0\mathrm{.}67-0\mathrm{.}48$tin$\frac{.}{se{c}^2}$ and $a_y=0\mathrm{.}17t-0\mathrm{.}03t^{2}in\frac{.}{se{c}^2},$ determine the coordinates of the particle position when $t=6$

sec$.$ You might consider plotting the path of the particle during this time period.

Answer:

i

lin.