\begin{split}
v_{I} &= v_{AM} \times cos(\omega_c t)\\
 &= V_c \cdot cos(\omega_ct+\phi_c)\cdot cos(\omega_c t)\cdot(1+m\cdot cos(\omega_st+\phi_s))\\
v_{Q} &= v_{AM} \times cos(\omega_c t+{\pi\over2})\\
 &= V_c \cdot cos(\omega_ct+\phi_c)\cdot cos(\omega_c t+{\pi\over2})\cdot(1+m\cdot cos(\omega_st+\phi_s))\\
\end{split}
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