Write $i(t)$ as a phasor with the phase in degrees, given that $i(t)=i_1(t)+i_2(t),$ where $\frac{}{3}$ and $i_2(t)=3cos(t-\frac{}{6})A.($Hints: Convert to rectangular to add, then back to polar. Final phase angle should be somewhere between $-25$ and $-35.)(4$ points.$)$